tag:blogger.com,1999:blog-378132502024-03-17T20:03:19.173-07:00Mitov Softwaremitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.comBlogger423125tag:blogger.com,1999:blog-37813250.post-25531877310298249062023-12-08T11:57:00.000-08:002023-12-08T11:57:36.956-08:00Released RAD Studio 12.0 Athens Delphi and C++ Builder version of all the Mitov Software libraries<p> I have just released the first version of all of the <b><a href="http://www.mitov.com">Mitov Software</a></b> libraries for <b><span style="color: red;">RAD Studio, Delphi and C++ Builder 12.0 Athens</span></b>!</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6oMp3JyHi41sq5zBj26Zyb5pPFkOj6LdijfXdxKDx_BB65q6uWDHPE6L5I6QQZOkjhuyVO4-X9MfXnhG0dXbEDBTHt5VzU35_ZPNR9VXyLq_5mYv9uTI97ykFMs63dqy_ynEjnP8eyjPWbsWLx09OGrWrX-tTBXiaWmOa5elUA8m9r_3oWkVRoQ/s1350/DelphiAthens1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1350" data-original-width="1350" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6oMp3JyHi41sq5zBj26Zyb5pPFkOj6LdijfXdxKDx_BB65q6uWDHPE6L5I6QQZOkjhuyVO4-X9MfXnhG0dXbEDBTHt5VzU35_ZPNR9VXyLq_5mYv9uTI97ykFMs63dqy_ynEjnP8eyjPWbsWLx09OGrWrX-tTBXiaWmOa5elUA8m9r_3oWkVRoQ/w640-h640/DelphiAthens1.png" width="640" /></a></div></div><br /><p></p><p><span style="font-size: medium;"><b>The libraries are available for download here:</b></span></p><p><span style="font-size: medium;"><b><a href="https://mitov.com/downloads">https://mitov.com/downloads</a></b></span></p><p>Version <b>Delphi and C++ Builder</b> version <b>12.0</b> is a huge upgrade from the <b>11.0</b> release, and comes with significantly polished GUI, and major quality and performance improvements all across the board.</p><p>The latest <b><a href="http://www.mitov.com">Mitov Software</a></b> release of the libraries has benefited considerably from the new and improved Delphi compiler, and IDE :-)</p><p>Here is also a list of some of the major improvements and new features of the libraries:</p><ul style="text-align: left;"><li>Redesigned installation not requiring Admin privileges when compiling the libraries</li><li>Improved Performance</li><li>Added Sets support</li><li>Improved Mitov TypeInfo</li><li>Improved Dynamic Type Info</li><li>Improved Mitov Design Time API</li><li>Redesigned Persistent Collection Editor</li><li>Modernized Dialogs</li><li>Improved Win64 support</li><li>Improved Container Classes</li><li>Added TDirecory helper</li><li>Large number of bug fixes</li><li>Improved Property and Component Editors</li><li>Added MouseHitPoint to Scope Channels, and Waterfall Highlighting</li><li>Improved LAVVideoPlayer</li></ul><div><p></p><div>Please enjoy!</div><p>With best regards,</p><p> Boian</p></div>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-28032105758070288282022-08-23T16:12:00.004-07:002022-08-23T16:12:55.096-07:00Learn how to Control Arduino Manipulator Robot with Delphi and Visuino over Serial, WiFi or Bluetooth - Tomorrow at Coding Boot Camp 2022<p> Join me during my <b><a href="https://learndelphi.org/boot-camp-2022/schedule/">Coding Boot Camp</a></b> session tomorrow - <b>August 24, 2022, </b><b>4:00 PM CDT</b> to learn how to program <b>Arduino Manipulator Robot</b> with <b><a href="https://www.visuino.com">Visuino</a></b>, and how to create <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b> applications to control it over <b>Serial Port</b>, <b>WiFi</b> or <b>Bluetooth</b>.</p><h1 style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Avenir Next LT W01 Bold", "Helvetica Neue", sans-serif; font-weight: 500; line-height: 1.2; margin-bottom: 0.5rem; margin-top: 0px; text-align: center;"><a href="https://learndelphi.org/boot-camp-2022/schedule/"><span style="font-size: x-large;">Control Arduino Manipulator with Delphi and Visuino over WiFi or Bluetooth</span></a></h1><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr8gPr6vdqs0irMoyA5jZl5fbnBwf7HE9BZR93vf_ajqtUl4xAamE9dHBzL_meq1x4HUL6sCi6eblAxfAyQHNCDJlm_RObn03WlCYuBqw3SX1VF5oHSQumn_zQjVcBD6hjipPbZMa8MqgL_J3hCNw4zIWvVT5RmSmJ85_JsVSVwMh-y1unbIU/s1600/CodingBootcamp1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr8gPr6vdqs0irMoyA5jZl5fbnBwf7HE9BZR93vf_ajqtUl4xAamE9dHBzL_meq1x4HUL6sCi6eblAxfAyQHNCDJlm_RObn03WlCYuBqw3SX1VF5oHSQumn_zQjVcBD6hjipPbZMa8MqgL_J3hCNw4zIWvVT5RmSmJ85_JsVSVwMh-y1unbIU/w640-h480/CodingBootcamp1.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKvSjaBQHTbjXx4hD5Oi_zyDWhPny5DuV20ZHmmoGIAXc2urmrRRKc4uU20xSCm5h54HrwygYVmmwBHX1CQcKqoq9zNO3tuPXCUbmLoddPiNXp7HF1_P-eChb9CZT1jFeS7k2Ajg3wG7fPP3EFHcy579uk1UB7tR9TiSMDoBxk22Ud3j5tlu4/s3840/CodingBootcampIntro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2160" data-original-width="3840" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKvSjaBQHTbjXx4hD5Oi_zyDWhPny5DuV20ZHmmoGIAXc2urmrRRKc4uU20xSCm5h54HrwygYVmmwBHX1CQcKqoq9zNO3tuPXCUbmLoddPiNXp7HF1_P-eChb9CZT1jFeS7k2Ajg3wG7fPP3EFHcy579uk1UB7tR9TiSMDoBxk22Ud3j5tlu4/w640-h360/CodingBootcampIntro.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div><br /></div><div>You will learn:</div><div><ul><li>How to install and work with <b>Arduino Shields</b> and modules</li><li>How to program the <b>Robot</b> with <b><a href="https://www.visuino.com">Visuino</a></b></li><li>How to receive and record data from the <b>Robot</b> with <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b></li><li>How to create <b>Animation TimeLine</b> and use it to control the <b>Robot</b></li><li>How control the <b>Robot</b> from <b>Windows</b> and <b>Android <a href="https://www.embarcadero.com/products/delphi">Delphi</a> Applications</b></li><li>How to communicate with the <b>Robot</b> over <b>Serial, WiFi</b> and <b>Bluetooth</b></li></ul></div><div>And much more! :-)</div><div>Looking forward to have you all join the fun next week! :-)</div><div><br /></div><div>Cheers,</div><div> Boian</div>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-1374329391190529502022-07-18T09:20:00.000-07:002022-07-18T19:31:38.404-07:00Delphi and C++ Builder XE versions of the librariesHi folks,
We are in process of designing new version of the site. We expect to have it operational soon.
In the mean time I am posting the downloads to the new Delphi and C++ Builder XE versions of the libraries:
<a href="http://www.mitov.com/InstrumentLab_VCL_4_8_XE.zip">http://www.mitov.com/InstrumentLab_VCL_4_8_XE.zip</a>
<a href="http://www.mitov.com/VideoLab_VCL_4_8_XE.zip">http://www.mitov.com/VideoLab_VCL_4_8_XE.zip</a>
<a href="http://www.mitov.com/AudioLab_VCL_4_8_XE.zip">http://www.mitov.com/AudioLab_VCL_4_8_XE.zip</a>
<a href="http://www.mitov.com/SignalLab_VCL_4_8_XE.zip">http://www.mitov.com/SignalLab_VCL_4_8_XE.zip</a>
<a href="http://www.mitov.com/PlotLab_VCL_4_8_XE.zip">http://www.mitov.com/PlotLab_VCL_4_8_XE.zip</a>
<a href="http://www.mitov.com/VisionLab_VCL_4_8_XE.zip">http://www.mitov.com/VisionLab_VCL_4_8_XE.zip</a>
When the new site becomes operational, we will have the links to the downloads available there as well.
This is a special edition of the libraries version 4.8 for XE only.
The next official release for all versions of Delphi and C++ Builder is under development, and we hope to have it available for download soon.
With best regards,
Boian Mitovmitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com2tag:blogger.com,1999:blog-37813250.post-5518627276345198862022-02-14T16:28:00.001-08:002022-02-14T16:28:18.665-08:00Happy 27th Birthday Delphi! Here are some free components for you! :-)<p style="text-align: center;"><span style="font-size: large;">Today is the 27th <b>Delphi Birthday</b>!</span></p><p style="text-align: center;"><span style="color: red; font-size: large;">Happy Birthday Delphi!</span></p><p>To celebrate it, I have just uploaded updated versions of my Open Source <span style="background-color: white; font-family: Arial, Helvetica, Tahoma; font-size: 14px; text-align: justify;"><b><a href="https://mitov.com/free_downloads">TBMDThread Delphi</a></b> components set with added Delphi 10.1 Berlin, 10.2 Tokyo, 10.3 Rio, 10.4 Sydney, and 11 Alexandria support.</span></p><p><span style="background-color: white; font-family: Arial, Helvetica, Tahoma; font-size: 14px; text-align: justify;">You can download the ZIP from the <a href="https://mitov.com/free_downloads"><b>Free Downloads Page</b></a> on the site:</span></p><p><span style="background-color: white; text-align: justify;"><span style="font-family: Arial, Helvetica, Tahoma; font-size: x-large;"><b><a href="https://mitov.com/free_downloads">https://mitov.com/free_downloads</a></b></span></span></p><p><span style="background-color: white; font-family: Arial, Helvetica, Tahoma; font-size: 14px; text-align: justify;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhR22idGrdktmksWGdTfrsMIAZfYBq8Vo7zVH2g9d4B6tXaRubn4ofIUeyhXDELzGiWTBEivAMAKFeXmoLY8i7bGw8vkKdKcrHww9fZPig_j-5QLDOYhbTDqp5NCBEEDyausCmBd4xC-UtT-QGUxbF_nStUwYqQGOJ1lRKpVOte7hPR27BtKuI" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="630" data-original-width="630" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEhR22idGrdktmksWGdTfrsMIAZfYBq8Vo7zVH2g9d4B6tXaRubn4ofIUeyhXDELzGiWTBEivAMAKFeXmoLY8i7bGw8vkKdKcrHww9fZPig_j-5QLDOYhbTDqp5NCBEEDyausCmBd4xC-UtT-QGUxbF_nStUwYqQGOJ1lRKpVOte7hPR27BtKuI=w640-h640" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Please enjoy!</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Cheers,</div><div class="separator" style="clear: both; text-align: left;"><span> Boian</span><br /></div><br /><br /><p></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-75263027405308955292021-11-11T17:08:00.000-08:002021-11-11T17:08:47.253-08:00Learn how to Control Arduino Manipulator Robot with Delphi and Visuino over WiFi or Bluetooth - next week at DelphiCon 2021<p>Join me during my <b><a href=" https://delphicon.embarcadero.com/">DelphiCon 2021</a></b> session next week - <b>November 17, 2021, 1:00 pm PST</b> to learn how to program <b>Arduino Manipulator Robot</b> with <b><a href="https://www.visuino.com">Visuino</a></b>, and how to create <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b> applications to control it over <b>Serial Port</b>, <b>WiFi</b> or <b>Bluetooth</b>.</p><h1 style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Avenir Next LT W01 Bold", "Helvetica Neue", sans-serif; font-weight: 500; line-height: 1.2; margin-bottom: 0.5rem; margin-top: 0px; text-align: center;"><a href="https://delphicon.embarcadero.com/talks/control-arduino-manipulator-with-delphi-and-visuino-over-wifi-or-bluetooth/"><span style="font-size: x-large;">Control Arduino Manipulator with Delphi and Visuino over WiFi or Bluetooth</span></a></h1><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://delphicon.embarcadero.com/talks/control-arduino-manipulator-with-delphi-and-visuino-over-wifi-or-bluetooth/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1920" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6hyDIrdfKCGFbZ61ir7ZFvCvmZplj7vE_40VeSJoIIOY-_pk0WZrXNm0Q2iKXJII67VVQQuuMUphwkvcw2wKSIOhyphenhyphenBIuLfvNE-RJjXg26wtm-TkI1ueT7wwJfPIjHl6tnNfhCWg/w640-h360/image.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div>You will learn:</div><div><ul style="text-align: left;"><li>How to install and work with <b>Arduino Shields</b> and modules</li><li>How to program the <b>Robot</b> with <b><a href="https://www.visuino.com">Visuino</a></b></li><li>How to receive and record data from the <b>Robot</b> with <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b></li><li>How to create <b>Animation TimeLine</b> and use it to control the <b>Robot</b></li><li>How control the <b>Robot</b> from <b>Windows</b> and <b>Android <a href="https://www.embarcadero.com/products/delphi">Delphi</a> Applications</b></li><li>How to communicate with the <b>Robot</b> over <b>Serial, WiFi</b> and <b>Bluetooth</b></li></ul></div><div>And much more! :-)</div><div>Looking forward to have you all join the fun next week! :-)</div><div><br /></div><div>Cheers,</div><div> Boian</div><div><br /></div><p></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-58779539514170005732021-10-11T22:54:00.002-07:002021-10-13T09:28:57.835-07:00Released RAD Studio 11.0 Alexandria Delphi and C++ Builder version of all the Mitov Software libraries<p> I have just released the first version of all of the <b><a href="http://www.mitov.com">Mitov Software</a></b> libraries for <b><span style="color: red;">RAD Studio, Delphi and C++ Builder 11.0 Alexandria</span></b>!</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsxJHkaH0iTD1J5CuU-LoYS5j_dZE5vGqUkO1OOCvzGjIvlJysR7A6lGo_RDoy_8wSA4VsCzYacx2fT9wUbDKtm9s3NLaN9OCo-0PodlkeWv5gX4Ik7QNcdKj49ljHXEvff9INag/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1350" data-original-width="1350" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsxJHkaH0iTD1J5CuU-LoYS5j_dZE5vGqUkO1OOCvzGjIvlJysR7A6lGo_RDoy_8wSA4VsCzYacx2fT9wUbDKtm9s3NLaN9OCo-0PodlkeWv5gX4Ik7QNcdKj49ljHXEvff9INag/w640-h640/RadStudio11Alexandria.png" width="640" /></a></div><br /><br /></div><p></p><p><span style="font-size: medium;"><b>The libraries are available for download here:</b></span></p><p><span style="font-size: medium;"><b><a href="https://mitov.com/downloads">https://mitov.com/downloads</a></b></span></p><p>Version <b>Delphi and C++ Builder</b> version <b>11.0</b> is a huge upgrade from the <b>10.4</b> release, and comes with significantly polished GUI, and major quality and performance improvements all across the board.</p><p>The latest <b><a href="http://www.mitov.com">Mitov Software</a></b> release of the libraries has benefited considerably from the new and improved Delphi compiler, and IDE :-)</p><p>Here is also a list of some of the major improvements and new features of the libraries:</p><p></p><ul style="text-align: left;"><li>Improved Performance</li><li>Improved Property Editors</li><li>Improved Debugger Visualizers</li><li>Added more Format Converters</li><li>Improved JSON support</li><li>Improved FMX Waterfall implementation</li><li>Improved Packet/Unpacket components</li><li>Improved Boolean Random Generator</li><li>Improved error Serial Component handling</li><li>Improved error Sockets handling</li><li>Improved Terminal component</li><li>Added 4bit grayscale image support</li><li>Added option for user provided polygons in the TVLDrawPolygonsLayer</li></ul><p></p><div><br /></div><p>Please enjoy!</p><p>With best regards,</p><p> Boian</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-63285551235309948262021-06-07T16:25:00.009-07:002021-06-28T13:24:24.600-07:00Just published my new "Delphi Dynamic Type Info (Creating Components in Runtime?)" article in the Blaise Pascal Magazine :-)<p> Hello everyone,</p><p>For the last few months, I have been working hard on a new revolutionary <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b> technology, that I call <b>Dynamic Type Info</b>. It extends the <b>RTTI</b> allowing you to create new data types at runtime similarly to dynamic languages such as <b>Java Script</b> and <b>Python</b>, effectively allowing <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b> to compete head to head with them :-) .</p><p>I made the new technology part of the free <b><a href="https://mitov.com/products/mitov-runtime#overview">Mitov.Rintime Delphi library</a></b> available here:</p><p><b><a href="https://mitov.com/products/mitov-runtime#overview"><span style="font-size: large;">https://mitov.com/products/mitov-runtime#overview</span></a></b></p><p>In the same timeframe, I also rewrote the <b><a href="https://visuino.com/">Visuino</a></b> from the ground up to use the new technology, and yesterday made a the official release of the new design.</p><p>Thanks to <b>DTI</b> most of the <b><a href="https://visuino.com/">Visuino</a></b> components are now defined in easy to edit plain text files, and are available as <b>Open Source</b> here:</p><p><b><a href="https://bitbucket.org/mitov/visuino-libraries/src/master/"><span style="font-size: large;">https://bitbucket.org/mitov/visuino-libraries/src/master/</span></a></b></p><p>To commemorate the new technology, I also wrote a new article in the <a href="http://www.blaisepascal.eu/"><b>Blaise Pascal Magazine</b></a> showing you how you can use the new technology in your <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b> projects.</p><p>The article is now available here:</p><p><b><a href="https://www.blaisepascalmagazine.eu/product/issue-94-95/"><span style="font-size: large;">https://www.blaisepascalmagazine.eu/product/issue-94-95/</span></a></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguHI9b7bMvf8VaOsGda7d4fPdNm1Eam4VWNn8iNDsmx6vIEvBAX22RceGMX_kkkUcvIc9HFKchnfRSVE7Sb6OHPh7hTxKB4iLyyfspCQSqTxfnaPz68O2iAo99UqWBQCmcodnXYA/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1427" data-original-width="1043" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguHI9b7bMvf8VaOsGda7d4fPdNm1Eam4VWNn8iNDsmx6vIEvBAX22RceGMX_kkkUcvIc9HFKchnfRSVE7Sb6OHPh7hTxKB4iLyyfspCQSqTxfnaPz68O2iAo99UqWBQCmcodnXYA/w467-h640/image.png" width="467" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO6OUsbpVhiC6f_gBCnKnlo8tuwpkNiq338N4W-dOgkLrMCPBp8rm_LmphqTwy74XAy0K0tI2TiTFSG0MXRzqhikNfATh0iOdu-88YBY6BZQF7sOlbMAVUqNVXXzOA3la4LG37pA/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1427" data-original-width="1043" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO6OUsbpVhiC6f_gBCnKnlo8tuwpkNiq338N4W-dOgkLrMCPBp8rm_LmphqTwy74XAy0K0tI2TiTFSG0MXRzqhikNfATh0iOdu-88YBY6BZQF7sOlbMAVUqNVXXzOA3la4LG37pA/w467-h640/image.png" width="467" /></a></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfHfVnZl0paApSYa8gW7jVpPzlhkXU0_2O4hR7e0kcTR0CKVQ5x0XRjRwV55d9OahK2EQQBiQ8nQvTnoh2PoEwOVvHUWIr5RpM9J7g9ddXwyCDSkspfFo88vS8Duqr_-ioMaL9nw/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1427" data-original-width="1043" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfHfVnZl0paApSYa8gW7jVpPzlhkXU0_2O4hR7e0kcTR0CKVQ5x0XRjRwV55d9OahK2EQQBiQ8nQvTnoh2PoEwOVvHUWIr5RpM9J7g9ddXwyCDSkspfFo88vS8Duqr_-ioMaL9nw/w467-h640/image.png" width="467" /></a></div><br /></div><br />You can download the source code of the project in the article here:<br /><div><b><span style="font-size: large;"><a href="http://www.mitov.com/DynamicTypeInfoDemo.zip">http://www.mitov.com/DynamicTypeInfoDemo.zip</a></span></b><br /><br /><div>I hope you will enjoy it, and use the new <b>Dynamic Type Info</b> functionality in your <b><a href="https://www.embarcadero.com/products/delphi">Delphi</a></b> project :-)<br />I am already working on the next Article, so stay tuned ;-)<div><br /></div><div>Cheers,</div><div> Boian Mitov</div><div><br />#Delphi #OpenWire #DynamicTypeInfo</div></div></div>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com3tag:blogger.com,1999:blog-37813250.post-27609697423118542132021-04-27T19:55:00.001-07:002021-04-27T19:55:37.480-07:00Join me tomorrow for TCoffeeAndCode discussing Artificial Intelligence, Machine Learning, Deep Learning!<p>Join me tomorrow at <b>Wed 28-Apr - 5 PM UTC/GMT</b> for <b><span style="color: red;">TCoffeeAndCode</span></b> discussing <b>Artificial Intelligence, Machine Learning, Deep Learning!</b></p><p><a href="https://blogs.embarcadero.com/tcoffeeandcode-spring-central-time-series/"><b><span style="font-size: large;">https://blogs.embarcadero.com/tcoffeeandcode-spring-central-time-series/</span></b></a></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogs.embarcadero.com/tcoffeeandcode-spring-central-time-series/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgiH0Y8GZbJIkXmjlb0q-dfGGeUatFTMDGFvp1DxDdTnfLOA5DGUVIIlqD622jst_Uz_LMx0KIaSm8-tWuuoaiYcmfVkkAiYWrrVHgGEPW5vBr_qhWIyTU75bF-DHEuFioTZxufA/w640-h480/CofeeAndCode.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Hope to see you all there and have exciting discussion with a panel of great Delphi, AI and ML enthusiasts :-)</div><br />Cheers,<br /> Boian<p></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com1tag:blogger.com,1999:blog-37813250.post-24503293298187334932021-04-27T08:45:00.004-07:002021-05-12T19:43:37.995-07:00Released RAD Studio 10.4.2 Delphi and C++ Builder Beta of all the Mitov Software libraries<p>I have just released the first version of all of the <b><a href="http://www.mitov.com">Mitov Software</a></b> libraries for <b><span style="color: red;">RAD Studio, Delphi and C++ Builder 10.4.2</span></b>!</p><p><b style="font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;"><span style="color: red;">UPDATE:</span></b><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #444444; font-size: 13px;"> <b>Major update of the libraries has been released today - 05/12/2021</b>!</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgul9nVcgmftiX43OfFmDzlJJGryeBPQ8bnSkStZrxSQA3CoXeA_RcQB0tfgQ4zJpxzfqnWdJRkzk_0jQwb-u7QY-3wffvJgjQw2fXx61jk-rrCRgAKYBeERnjhYPCoIqOSfrehQ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1200" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgul9nVcgmftiX43OfFmDzlJJGryeBPQ8bnSkStZrxSQA3CoXeA_RcQB0tfgQ4zJpxzfqnWdJRkzk_0jQwb-u7QY-3wffvJgjQw2fXx61jk-rrCRgAKYBeERnjhYPCoIqOSfrehQ/w640-h640/AttlasGlobeLibraries1.png" width="640" /></a></div><p></p><p><b><span style="font-size: medium;"><a href="http://www.mitov.com/AnimationLab_VCL_8.0.0.21.zip">http://www.mitov.com/AnimationLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/CommunicationLab_VCL_8.0.0.21.zip">http://www.mitov.com/CommunicationLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/LogicLab_VCL_8.0.0.21.zip">http://www.mitov.com/LogicLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/PlotLab_VCL_8.0.0.21.zip">http://www.mitov.com/PlotLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/InstrumentLab_VCL_8.0.0.21.zip">http://www.mitov.com/InstrumentLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/IntelligenceLab_VCL_8.0.0.21.zip">http://www.mitov.com/IntelligenceLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/SignalLab_VCL_8.0.0.21.zip">http://www.mitov.com/SignalLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/AudioLab_VCL_8.0.0.21.zip">http://www.mitov.com/AudioLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/VisionLab_VCL_8.0.0.21.zip">http://www.mitov.com/VisionLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/VideoLab_VCL_8.0.0.21.zip">http://www.mitov.com/VideoLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/ControlLab_VCL_8.0.0.21.zip">http://www.mitov.com/ControlLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/LightingLab_VCL_8.0.0.21.zip">http://www.mitov.com/LightingLab_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/BasicAudio_VCL_8.0.0.21.zip">http://www.mitov.com/BasicAudio_VCL_8.0.0.21.zip</a><br /></span></b><b><span style="font-size: medium;"><a href="http://www.mitov.com/BasicVideo_VCL_8.0.0.21.zip">http://www.mitov.com/BasicVideo_VCL_8.0.0.21.zip</a></span></b></p><p><a href="http://www.mitov.com/MegaLab_VCL_8.0.0.21.zip"><b><span style="font-size: medium;">http://www.mitov.com/MegaLab_VCL_8.0.0.21.zip</span></b></a></p><div><br /></div><p>When Embarcadero released <b>RAD Studio version 10.4</b>, it was a massive and impressive redesign of everything from the compiler to the IDE and Code Insight. This unfortunately resulted in some serious compiler bugs that made it impossible for me to port any of the <b><a href="http://www.mitov.com">Mitov Software</a></b>'s libraries to it :-( .</p><p>I have worked close with <b>Embarcadero</b> to fix the compiler bugs, and finally with <b>RAD Studio version 10.4.2</b> enough fixes have been made to the compiler so with some rework, I was able to make the first <b>10.4</b> release of all of the <a href="http://www.mitov.com"><b>Mitov Software</b></a> libraries.</p><p>I am working on the official release, and hopefully it will be available in about a week :-)</p><p>With best regards,<br /> Boian</p><p></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com1tag:blogger.com,1999:blog-37813250.post-74405342881196778712021-04-16T18:39:00.001-07:002021-04-16T18:39:46.848-07:00A new Visuino Beta is now available with Raspberry Pi RP2040 support and new Open Source component framework!<p> Hello everyone,</p><p>I have just released a new major <b><a href="http://visuino.com/">Visuino</a></b> Beta with <b>Raspberry Pi RP2040</b> support and new <b>Open Source component framework!</b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0UM_MOiSGSnzzDQ18hFk1en3rW_vUIwoBwH8ZxFmvu0UcxadXnxx_0JXRuPwb4tQRMUphJItDRVTKJmkXtl8Vn-Z72mebPY7Y_5nUEJUwXP3gecKkuTilAeEWKpUK0ArBdmfU6w/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="985" data-original-width="1484" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0UM_MOiSGSnzzDQ18hFk1en3rW_vUIwoBwH8ZxFmvu0UcxadXnxx_0JXRuPwb4tQRMUphJItDRVTKJmkXtl8Vn-Z72mebPY7Y_5nUEJUwXP3gecKkuTilAeEWKpUK0ArBdmfU6w/w640-h425/VisuinoAdvrtisementNewBeta2.jpg" width="640" /></a></div><p></p><p>I have posted download links for the <b>Beta</b>:</p><p>In the <b>MeWe</b> community:</p><p><a href="https://mewe.com/group/5bc7b647058ed309f3286589">https://mewe.com/group/5bc7b647058ed309f3286589</a></p><p>And in the <b>Visuino - Visual Arduino Developers group</b>:</p><p><a href="https://www.facebook.com/groups/861801593868581">https://www.facebook.com/groups/861801593868581</a></p><p>This is the biggest <a href="http://visuino.com/"><b>Visuino</b></a> redesign in its 6 years! <b><a href="http://visuino.com/">Visuino</a></b> has been redesigned from the ground up to use new way to define components. You can now create <b><a href="http://visuino.com/">Visuino</a></b> components, Shields, and boards by simply using any text editor, PNG image for the icon. In addition I have rewritten most of the Visuino components and Shields in this format, as well as all of the boards, and I have made all of them open source!</p><p>You can access the source for the components here:</p><p><a href="https://bitbucket.org/mitov/visuino-libraries/src/master/">https://bitbucket.org/mitov/visuino-libraries/src/master/</a></p><p><span style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">This version also adds support for the new <b>Raspberry Pi Pico</b>, and a lot of other boards. Here are the highlights:</span></p><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><ul style="text-align: left;"><li>Added <b>MKR ZERO</b></li><li>Added <b>Atmel SAMD21 RTC</b> support</li><li>Adafruit <b>Feather RP2040</b></li><li>Added <b>Adafruit ItsyBitsy 32u4 - 5V</b></li><li>Added <b>Adafruit ItsyBitsy 32u4 - 3V</b></li><li>Added <b>Adafruit ItsyBitsy M0 Express</b></li><li>Added <b>Adafruit ItsyBitsy M4 Express</b></li><li>Added <b>Adafruit ItsyBitsy RP2040</b></li><li>Added <b>Adafruit QT Py - SAMD21</b></li><li>Added <b>Adafruit QT Py 2040</b></li><li>Added <b>Seeeduino XIAO</b></li><li>Added <b>Adafruit Feather HUZZAH32</b></li><li>Added <b>Pimoroni Tiny 2040</b></li><li>Added <b>Teensy 4.1</b></li><li>Added <b>SparkFun Micro Pro - RP2040</b></li><li>Added <b>SparkFun Thing Plus - RP2040</b></li><li>Added <b>Raspberry Pi Pico</b></li><li>Added <b>Generic RP2040 Board</b></li><li>Improved <b>Feather M0</b> support</li><li>Significantly improved and <b>expanded Infrared Remote support</b>, including full mapping of few popular IR Remotes</li></ul></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Please Enjoy!</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"> Cheers,</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"> Boian</div>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com1tag:blogger.com,1999:blog-37813250.post-74023519027049712752021-04-01T11:06:00.001-07:002021-04-01T11:07:17.502-07:00New! Steaming Hot "Steamduino"! Just add water!<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTasINpAEe9DRCDu_SITpUu_kACqlG3GGGaVSz9G_qcj3CPDrlCgrVz39ORRfilXqORIi9XdtZyYUWqZGFvqc6PGzoEpwQDYfZ2Xzj0rM4IdeDidWz2w-Ia5TIQgv-SG6zY7FtKw/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="1200" data-original-width="1800" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTasINpAEe9DRCDu_SITpUu_kACqlG3GGGaVSz9G_qcj3CPDrlCgrVz39ORRfilXqORIi9XdtZyYUWqZGFvqc6PGzoEpwQDYfZ2Xzj0rM4IdeDidWz2w-Ia5TIQgv-SG6zY7FtKw/w640-h426/SteamduinoInTheSky.jpg" width="640" /></a></div><p></p><p> For the last decade Arduino boards have become the central piece of many maker's, research and engineering projects, bringing to life countless dreams.</p><p>Affordable, reliable, well suited for real time tasks, and coming in many shapes and with a wide range of processing, peripheral and I/O capabilities, they have become indispensable tool for any maker today. While their capabilities as powerful controller boards are beyond any doubt, sometimes we as makers need more...</p><p>Having a capable board controlling our project is great, but we also need to power the mechanical motion of our projects. Having a reliable mechanical power source for many modern maker's projects is a must. For years we have had to rely on addons as motor shields, DC, Servo or stepper motors, and other improvised solutions just to be able to get some level of mobility or motion for our project. Not only that, but to top it off we often struggle to power it all, be it by adding unreliable batteries, or by running messy power wires, and adding power adapters to an already complex project. </p><p>Have you ever looked at the mess of cables and wished you can go away with them? Or maybe you were somewhere in the jungle, or in deep cave, or on high mountain at night and wondered how do I power this great mud swinging, or maybe snow ball making contraption? Sure you can use batteries, but what to do when the power in them inevitably runs out?</p><p>And while we all enjoy the high speed of all those Arduinos, there are the times when we want to slow down the execution, and enjoy the view of the passing bytes while the processor leisurely strolls down the execution paths of the algorithms. And would not it be really nice sometimes to have a way to just switch to reverse and go back that branch we just entered, reliving all those beautiful binary sceneries on the way?</p><p>Say it no more, as there is a salvation steaming your way!</p><p>The board with shining boiler, and slim cylinders - Steamduino ! The very first steam powered Arduino compatible board!</p><p>Combines the computing power of traditional Arduino controller board, with the mechanical power of a modern steam engine. Compatible with all standard Arduino shields. steam engine line shafts, and capable to use wide range of fuels, Steamduino is the board to go for any modern makers project!</p><p>Steamduino can be powered from almost any type of fuel, wood, coal, gasoline, diesel, alcohol, methane, and even hot dreams...! Just add water!</p><p>With fully reversible Stephenson Valve Gear allowing precise speed control, you will always be able to slow down the execution speed end even reverse it for easy debugging.</p><p>But wait! There is more... A special Cappuccino making steam wand attachment is available as add on!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj434YRhlzU7xj0C2uJwH_6OOBEKYwgJxD7vD8dTuk8WzoTffarN1mZ1B2H78fvzRh9BFDNu9CsC7U3E-Py8J1DrB9LmqLQ4xuMPnjXPBKAbe2wpOd0afY6BoNSzAVbCePS9xwekQ/" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="700" data-original-width="700" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj434YRhlzU7xj0C2uJwH_6OOBEKYwgJxD7vD8dTuk8WzoTffarN1mZ1B2H78fvzRh9BFDNu9CsC7U3E-Py8J1DrB9LmqLQ4xuMPnjXPBKAbe2wpOd0afY6BoNSzAVbCePS9xwekQ/w400-h400/Cappuccino+with+spice+and+beans_0.jpg" width="400" /></a></div><div><br /></div>So now you can sip your favorite drink while enjoying your new project off the power grid!<div><div><br /></div><div>And all this just in time for April 1st 2021! :-)</div></div>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com3tag:blogger.com,1999:blog-37813250.post-64108355219455047522020-09-24T17:24:00.003-07:002020-09-24T21:21:18.660-07:00Released updated versions of all the Mitov Software's Delphi/C++ Builder RAD Studio libraries<p> Hello everyone,</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiasYM9vdSIby_2bh63LXSA9rkxG7O8q3NijSO8ISxiNoTwzFmnO2-8tcPxxfWw4r19naeqtjLDUkFtmCPBqG6Lh8AviUR5K0Fs_kCSMqhNOXOvFfGDac_gnk4HTJPSXRAVKY2l4g/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img data-original-height="1200" data-original-width="1920" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiasYM9vdSIby_2bh63LXSA9rkxG7O8q3NijSO8ISxiNoTwzFmnO2-8tcPxxfWw4r19naeqtjLDUkFtmCPBqG6Lh8AviUR5K0Fs_kCSMqhNOXOvFfGDac_gnk4HTJPSXRAVKY2l4g/w640-h400/JungleYellowPath6.png" width="640" /></a></div><p></p><p>With the huge success that <b><a href="https://www.visuino.com">Visuino</a></b> has been, many of you maybe are wondering if I have given up on the development of my Delphi and C++ Builder libraries...</p><p>Nothing can be further from the truth, the development of the libraries has continued rapidly in parallel with the <b><a href="https://www.visuino.com">Visuino</a></b> work, and some of you, that have contacted me over the last few months, have received pre-release updates :-)</p><p>I have been planning an official release of the libraries for Delphi and C++ Builder for a while, but wanted to also add support for <b>RAD Studio 10.4 Sydney</b>. Unfortunately when RAD Studio 10.4 Sydney was released it came with some compiler bugs that make it impossible to compile my libraries with it :-( .</p><p>As result I decided to go ahead and make an updated release for <b>RAD Studio 10.3 Rio Update 3</b> with all the latest features.</p><p>You can download the libraries from the <b><a href="https://mitov.com/">Mitov Software's web site</a></b>:</p><h2 style="text-align: center;"><b><a href="https://mitov.com/">https://mitov.com/</a></b></h2><div class="separator" style="clear: both;">This version comes with a huge number of speed, and stability improvements and enhancements across all the components, redesigned OpenWire Editor, OSX64 bit support and much more...</div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;">There is also an updated Beta release of the <b><a href="https://mitov.com/products/openwirestudio#overview">OpenWire Studio</a></b> compatible with this release of the libraries.</div><p>If you want me to release <b>RAD Studio 10.4 Sydney</b> versions, please help me and vote for the bug on the Embarcadero's Quality Central site.</p><p><b>Here are the RAD Studio 10.4 Sydney bug links:</b></p><p><span style="text-align: center;"><a href="https://quality.embarcadero.com/browse/RSP-30215">https://quality.embarcadero.com/browse/RSP-30215</a></span></p><p><span style="text-align: center;"><a href="https://quality.embarcadero.com/browse/RSP-30214">https://quality.embarcadero.com/browse/RSP-30214</a></span></p><div class="separator" style="clear: both; text-align: left;">I hope you will enjoy the new release, and as soon as Embarcadero fixes the compiler, I will make sure to make release for <b>RAD Studio 10.4 Sydney</b> as well :-)</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Cheers everyone,</div><div class="separator" style="clear: both; text-align: left;"> Boian Mitov</div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com3tag:blogger.com,1999:blog-37813250.post-1737258865692625292020-09-20T21:05:00.002-07:002020-09-21T10:05:16.636-07:00Book Review: "Modern C++ for Absolute Beginners"/“A Friendly Introduction to C++ Programming Language and C++11 to C++20 Standards” by Slobodan Dmitrovic<p style="line-height: 100%; margin-bottom: 0in;">Recently <a href="https://www.cppandfriends.com/"><b>Slobodan Dmitrovic</b></a> published his first C++ Book - “Modern
C++ for Absolute Beginners”.</p><p style="line-height: 100%; margin-bottom: 0in;">You can find the book on Amazon:<br /><a href="https://www.amazon.com/Modern-Absolute-Beginners-Introduction-Programming/dp/1484260465?fbclid=IwAR3IssSt_N0c6sXJWjwTuqvEBSAGW0KNjXVbg0zEiq5ASns5S3xQ_u1GISg"><b>https://www.amazon.com/Modern-Absolute-Beginners-Introduction-Programming/dp/1484260465?fbclid=IwAR3IssSt_N0c6sXJWjwTuqvEBSAGW0KNjXVbg0zEiq5ASns5S3xQ_u1GISg</b></a></p><p style="line-height: 100%; margin-bottom: 0in;">I have read his book, and here are my thought on it:</p><p style="line-height: 100%; margin-bottom: 0in;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJtLrHnTV8QMhUaxWzq7FwMML2fDn_uS_-FbdVKKw1TUkG9YaQDmdKPjXomC4M9PO7KUJuYj0NKRvcSXiSfeBRjxFWYu9gUVIqt8xz15PMiXFJm7fWGG7OEcExBJzN0KwuG0MaGg/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img data-original-height="1380" data-original-width="966" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJtLrHnTV8QMhUaxWzq7FwMML2fDn_uS_-FbdVKKw1TUkG9YaQDmdKPjXomC4M9PO7KUJuYj0NKRvcSXiSfeBRjxFWYu9gUVIqt8xz15PMiXFJm7fWGG7OEcExBJzN0KwuG0MaGg/w280-h400/image.png" width="280" /></a></div><p style="line-height: 100%; margin-bottom: 0in;">Writing a C++ and
especially Modern C++ Book is extremely challenging task. The
language is huge and even a simple list of the language features
takes hundreds of pages. It is even more challenging to write a
Modern C++ Book for complete beginners. The language is quite complex
with huge number of advanced and challenging for the beginner
concepts such as OOP, Polymorphism, operator overloading, copy and
move constructors, templates, functional programming with lambda
expressions, and many others. <a href="https://www.cppandfriends.com/"><b>Slobodan Dmitrovic</b></a> has faced an
enormous task trying to cover as much as possible without making the
book thousands of pages, and big enough to scare any beginner. Indeed
the book has a much more fitting second name: “A Friendly
Introduction to C++ Programming Language and C++11 to C++20
Standards” . In my opinion this name fits the book better.
</p><p style="line-height: 100%; margin-bottom: 0in;">The book takes
somewhat unusual approach. While most C++ books that I have seen
cover the C++ starting with introduction to programming concepts and
logic, starting with variable declaration, then structural
programming, and finally Object Oriented Programming, the book
instead focuses exclusively on Modern C++. Many of the traditional
old school language features and programming approaches are
intentionally omitted or barely mentioned as not recommended to be
used in Modern C++ development. While the book is named “Modern C++
for Absolute Beginners” this in my opinion is not a book for
beginners in software development. Instead this book is for software
developers with existing experience and knowledge that are complete
beginners in Modern C++.</p><p style="line-height: 100%; margin-bottom: 0in;">The book covers one
by one each aspect of Modern C++, covering each topic in details
before moving to the next one. As example, only after going through
every single type of declaration, the book moves to statements. While
each feature description is somewhat brief, it allows the book to fit
in a reasonable size of around 300 pages, and still to cover all
aspects of the Modern C++. This also makes the book a very valuable
and easy to navigate reference manual. Me being a more traditional
relatively old school C++ developer, used to only some of the Modern
C++ features, the book helped me fill very well the gaps of my Modern
C++ development without overwhelming me. During the entire book, I
needed to check external references only once when trying to
understand the practical application of Move constructors and Move
Assignment operators.</p><p style="line-height: 100%; margin-bottom: 0in;">Each chapter ends
with exercises. Here again the author has taken unusual approach.
Instead of showing the answers at the end of the exercise, he has
used the opportunity to show in the exercise some alternative cases
of using each feature introduced in the chapter. While unorthodox, I
have discovered that for me this approach worked as a reinforcement
of the new knowledge of the chapter, and allowed me to absorb the new
concepts better.</p><p style="line-height: 100%; margin-bottom: 0in;">As an added bonus
the final chapter of the book is a great reference on what features
were added at what version of the C++ Standard - something very
valuable for anyone, like me, that has to work with variety of C++
compilers for different platforms.</p><p style="line-height: 100%; margin-bottom: 0in;">I hope all of you will enjoy reading the book as much as I did, and will find it valuable source of information.</p><p style="line-height: 100%; margin-bottom: 0in;">You can find more information about the author - Slobodan Dmitrovic on his web site:<br /><b><a href="https://www.cppandfriends.com/">https://www.cppandfriends.com/</a></b></p><p></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com1tag:blogger.com,1999:blog-37813250.post-12208895126419954442020-09-16T20:08:00.002-07:002020-09-16T20:08:54.657-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm Step 7: Finish and Program with Visuino<p> I have finished the 7th and final assembly video on the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a> .</b></p><p>The Manipulator is based on the original <a href="http://learn.mearm.com/"><b>MeArm</b></a> manipulator: <a href="http://learn.mearm.com/"><b>http://learn.mearm.com/</b></a></p><p>I already posted :</p><p><b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a></b><br /><b>Step 1: <a href="https://youtu.be/VjZl7O0KjKg">Assemble the Base</a><br /></b><b>Step 2: </b><b><a href="https://youtu.be/KjCwFgdf5wQ">Assembly Video - Install the side servos</a><br /></b><b>Step 3: </b><b><a href="https://youtu.be/2-Y3rmHeiaA">Assembly Video - Assemble the Servos Block</a></b><b><br /></b><b>Step 4: </b><b><a href="https://youtu.be/9eX6V-8uq3Y">Assembly Video - Prepare and Install the Rotating Base</a><br /></b><b>Step 5: </b><b><a href="https://youtu.be/DAQGhOa7Uvw">Assembly Video - Assemble the Joints</a><br /></b><b>Step 6: </b><b><a href="https://youtu.be/Qs3gEh6jbjg">Assembly Video - Assemble the Claw</a></b></p><p>And here is the <b>7th </b><a href="https://youtu.be/WyHuMXMC2dA" style="font-weight: bold;">Assembly Video - Finish and Program with Visuino</a></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/WyHuMXMC2dA" width="320" youtube-src-id="WyHuMXMC2dA"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p>Here is the <a href="https://www.visuino.com/"><b>Visuino</b></a> project from the video:<br /><b><a href="https://www.visuino.com/installs/RobotArmPotentiometerControl.zip">https://www.visuino.com/installs/RobotArmPotentiometerControl.zip</a></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5k5kud08vdk5vYDu7gE-ioosHaej1s4QZiL-AxgwFvlycv-EW6ujhII-W1f6isXOjEI0UIFMUAh5DUaCJWbPkSIAWgvbMMhgJWZBVt8_zOXwVIsUf34gtEedhmgReG80BBBcoOQ/s1096/RobotArmPotentiometerControlCropped.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1096" data-original-width="500" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5k5kud08vdk5vYDu7gE-ioosHaej1s4QZiL-AxgwFvlycv-EW6ujhII-W1f6isXOjEI0UIFMUAh5DUaCJWbPkSIAWgvbMMhgJWZBVt8_zOXwVIsUf34gtEedhmgReG80BBBcoOQ/w293-h640/RobotArmPotentiometerControlCropped.png" width="293" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><div>I am preparing the rest of the Assembly videos and will post them in the following days.</div><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-5543770280960260112020-09-02T21:16:00.000-07:002020-09-02T21:16:02.493-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm - Step 6 - Assemble the Claw<p> I have finished the 6th assembly video on the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a> .</b></p><p>The Manipulator is based on the original <a href="http://learn.mearm.com/"><b>MeArm</b></a> manipulator: <a href="http://learn.mearm.com/"><b>http://learn.mearm.com/</b></a></p><p>I already posted :</p><p><b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a></b><br /><b>Step 1: <a href="https://youtu.be/VjZl7O0KjKg">Assemble the Base</a><br /></b><b>Step 2: </b><b><a href="https://youtu.be/KjCwFgdf5wQ">Assembly Video - Install the side servos</a><br /></b><b>Step 3: </b><b><a href="https://youtu.be/2-Y3rmHeiaA">Assembly Video - Assemble the Servos Block</a></b><b><br /></b><b>Step 4: </b><b><a href="https://youtu.be/9eX6V-8uq3Y">Assembly Video - Prepare and Install the Rotating Base</a><br /></b><b>Step 5: </b><b><a href="https://youtu.be/DAQGhOa7Uvw">Assembly Video - Assemble the Joints</a></b></p><p>And here is the <b>6th </b><b><a href="https://youtu.be/Qs3gEh6jbjg">Assembly Video - Assemble the Claw</a></b></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Qs3gEh6jbjg" width="320" youtube-src-id="Qs3gEh6jbjg"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p>I am preparing the rest of the Assembly videos and will post them in the following days.</p><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-70809807610267083072020-08-30T11:18:00.000-07:002020-08-30T11:18:52.284-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm - Step 5 - Assemble the Joints<p> I have finished the 5th assembly video on the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a> .</b></p><p>The Manipulator is based on the original <a href="http://learn.mearm.com/"><b>MeArm</b></a> manipulator: <a href="http://learn.mearm.com/"><b>http://learn.mearm.com/</b></a></p><p>I already posted :</p><p><b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a></b><br /><b>Step 1: <a href="https://youtu.be/VjZl7O0KjKg">Assemble the Base</a><br /></b><b>Step 2: </b><b><a href="https://youtu.be/KjCwFgdf5wQ">Assembly Video - Install the side servos</a><br /></b><b>Step 3: </b><b><a href="https://youtu.be/2-Y3rmHeiaA">Assembly Video - Assemble the Servos Block</a></b><b><br /></b><b>Step 4: </b><b><a href="https://youtu.be/9eX6V-8uq3Y">Assembly Video - Prepare and Install the Rotating Base</a></b></p><p>And here is the <b>5th <a href="https://youtu.be/DAQGhOa7Uvw">Assembly Video - Assemble the Joints</a></b></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/DAQGhOa7Uvw" width="320" youtube-src-id="DAQGhOa7Uvw"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p>I am preparing the rest of the Assembly videos and will post them in the following days.</p><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-3448731455966665062020-08-20T12:19:00.000-07:002020-08-20T12:19:19.526-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm - Step 4 - Assemble the Servos Block<p> I have finished the 4th assembly video on the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a> .</b></p><p>The Manipulator is based on the original <a href="http://learn.mearm.com/"><b>MeArm</b></a> manipulator: <a href="http://learn.mearm.com/"><b>http://learn.mearm.com/</b></a></p><p>I already posted :</p><p><b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a></b><br /><b>Step 1: <a href="https://youtu.be/VjZl7O0KjKg">Assemble the Base</a><br /></b><b>Step 2: </b><b><a href="https://youtu.be/KjCwFgdf5wQ">Assembly Video - Install the side servos</a><br /></b><b>Step 3: </b><b><a href="https://youtu.be/9eX6V-8uq3Y">Assembly Video - Prepare and Install the Rotating Base</a></b></p><p>And here is the <b>4th</b> <b><a href="https://youtu.be/2-Y3rmHeiaA">Assembly Video - Assemble the Servos Block</a></b> .</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/2-Y3rmHeiaA" width="320" youtube-src-id="2-Y3rmHeiaA"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p>I am preparing the rest of the Assembly videos and will post them in the following days.</p><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-75155662306456130362020-08-17T10:15:00.002-07:002020-08-17T12:57:19.184-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm - Step 3 - Prepare and Install the Rotating Base<p> I have finished the third assembly video on the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a> .</b></p><p>I already posted :</p><p><b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a></b><br /><b>Step 1: <a href="https://youtu.be/VjZl7O0KjKg">Assemble the Base</a><br /></b><b>Step 2: </b><b><a href="https://youtu.be/KjCwFgdf5wQ">Assembly Video - Install the side servos</a></b></p><p>And here is the third <b><a href="https://youtu.be/9eX6V-8uq3Y">Assembly Video - Prepare and Install the Rotating Base</a></b> assemble the central joint and install the rotating base on the baseplate servo.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/9eX6V-8uq3Y" width="320" youtube-src-id="9eX6V-8uq3Y"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Here is how to make <a href="https://www.visuino.com/" style="text-align: left;"><b>Visuino</b></a><span style="text-align: left;"> </span>project to center the sero. Just add and connect servo component. It will automatically set the servo to centered position:</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3hhCsE6hi6KJMHitQAo973dfRMFMU3J_zXwrnx-0fMFHRn93uJi34wkJ3qX1bFgUleLcORwEvEoGfkMfqAd1EJ1hyY4RxeQi8PKyIpNjrmwwWaHqDeQue_VUnucqjDY32kz_1_w/s802/VisuinoServoProject.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="802" data-original-width="670" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3hhCsE6hi6KJMHitQAo973dfRMFMU3J_zXwrnx-0fMFHRn93uJi34wkJ3qX1bFgUleLcORwEvEoGfkMfqAd1EJ1hyY4RxeQi8PKyIpNjrmwwWaHqDeQue_VUnucqjDY32kz_1_w/s640/VisuinoServoProject.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p>Here is the Visuino project that I used:</p><p><a href="https://www.visuino.com/installs/ZeroRobotManipulatorServo.zip"><b>https://www.visuino.com/installs/ZeroRobotManipulatorServo.zip</b></a></p><p>I am preparing the rest of the Assembly videos and will post them in the following days.</p><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-58057156943264002082020-08-13T22:52:00.000-07:002020-08-13T22:52:45.154-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm - Step 2 - Install the side servos<p>I have finished the second assembly video on the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a> .</b></p><p>I already posted :</p><p><b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a></b><br /><b>Step 1: <a href="https://youtu.be/VjZl7O0KjKg">Assemble the Base</a></b></p><p>And here is the second <b><a href="https://youtu.be/KjCwFgdf5wQ">Assembly Video - Install the side servos</a></b> assemble the 2 sides of the robot, and install the servos on them.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/KjCwFgdf5wQ" width="320" youtube-src-id="KjCwFgdf5wQ"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p><br /></p><p>I am preparing the rest of the Assembly videos and will post them in the following days.</p><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot</p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-27096545195660514202020-08-11T12:10:00.001-07:002020-08-11T12:10:59.503-07:00Assemble SNARM500/SNAM1900 4DOF Arduino Robot Manipulator Arm - Step 1 - Assemble the Base<p>Recently I bought an <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Arduino Robot Manipulator Arm</a></b> to use for the <a href="https://www.visuino.com/"><b>Visuino</b></a> development. Last week it arrived, and I assembled it.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAlscdqpebqvAmuVHsx8m6u8vQ9luaOrhWeg22as1G_71JOFteW-uqWd0Zr_VuTWg8m61D8darl0CFk8xW5L51wwdHF7xO7gYKwK2Ho5SRnhKwjzh5v5jKS97EMChYm4evzwkGPQ/s2048/DSC08344_Edited.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAlscdqpebqvAmuVHsx8m6u8vQ9luaOrhWeg22as1G_71JOFteW-uqWd0Zr_VuTWg8m61D8darl0CFk8xW5L51wwdHF7xO7gYKwK2Ho5SRnhKwjzh5v5jKS97EMChYm4evzwkGPQ/s640/DSC08344_Edited.JPG" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYhtZgZybG9WAsQImiiH6V9uCu3I8X4p1FVD-KgZI7enJf8R7-ad0_GBSmpOdYGw7jhJ483Y7cbJhfXQCMuELTG1AJdD9JY0SAhFAoxkWw8tYd3WyrGJCFt07yJNL0Whl_e_xoIA/s2048/DSC08348_Edited.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYhtZgZybG9WAsQImiiH6V9uCu3I8X4p1FVD-KgZI7enJf8R7-ad0_GBSmpOdYGw7jhJ483Y7cbJhfXQCMuELTG1AJdD9JY0SAhFAoxkWw8tYd3WyrGJCFt07yJNL0Whl_e_xoIA/s640/DSC08348_Edited.JPG" width="640" /></a></div><p><br /></p><p>The <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Robot Manipulator</a></b> was a good price, and came with quite nice <b>MG90S Metal Gear Servos</b>, and it included original <b>Arduino UNO</b>, and quite handy <b>Potentiometers Shield</b>, however it also came without any assembly instruction :-( .</p><p>Once assembled however the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b> turned out to be way better than what I anticipated based on its price. I also added support for the included <b>Shield</b> in <a href="https://www.visuino.com/"><b>Visuino</b></a> and even used the shield for few small experimental <a href="https://www.visuino.com/"><b>Visuino</b></a> projects :-)</p><p>I already posted <b><a href="https://youtu.be/HML2wj_sgBw">Unboxing Video</a> </b>for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>, and promised Assembly videos.</p><p>Here is the first <b><a href="https://youtu.be/VjZl7O0KjKg">Assembly Video - Assemble the Base</a></b></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/VjZl7O0KjKg" width="320" youtube-src-id="VjZl7O0KjKg"></iframe></div><p><br /></p><p>I am preparing the rest of the Assembly videos and will post them in the following days.</p><p>After that I will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> tutorials for the <b><a href="https://www.banggood.com/URUAV-DIY-4DOF-Robot-Arm-4-Axis-Acrylic-Rotating-Mechanical-Robot-Arm-With-Arduino-R3-4PCS-Servo-p-1158454.html?rmmds=search&cur_warehouse=CN&p=XG050149936235202008&custlinkid=1226959">Manipulator</a></b>.<br /><br />Cheers,<br /> Boian<br /><br />#Visuino #Arduino #Robot<br /></p>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-72850467875280307942020-06-27T14:26:00.003-07:002020-06-27T14:26:53.602-07:00Just received a cool 18650 battery powered ESP8266 Board with OLED Display, and Joystick for the Visuino development :-)<div class="separator" style="clear: both; text-align: center;">
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I have received another surprise from my new friends at <b><a href="https://www.makerfocus.com/?aff=10">MakerFocus</a></b>! A new <b>18650 Battery</b> powered <b>ESP8266 Board</b> with <b>OLED Display</b>, and <b>Joystick</b> generously donated for the <b><a href="https://www.visuino.com/">Visuino</a></b> development!<br />
Thank you <b><a href="https://www.makerfocus.com/?aff=10">MakerFocus</a></b>!<br />
But this is not all! They have also registered me as <b><a href="https://www.makerfocus.com/?aff=10">Affiliate</a></b>! This is right! From now on, if you order any of the <b><a href="https://www.makerfocus.com/?aff=10">MakerFocus</a></b> boards from the links I will be posting, you will be sponsoring my videos, projects. and the <b><a href="https://www.visuino.com/">Visuino</a></b> development, and you will be helping me to develop and post more stuff!<br />
So if you like the board and need it for your development, please consider ordering it from this link :-) :<br />
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<a href="https://www.makerfocus.com/products/arduino-esp8266-nodemcu-development-board-wifi-kit-with-0-96inch-oled-display?aff=10"><b><span style="font-size: large;">MakerFocus Arduino ESP8266 NodeMCU WiFi Development Board Kit with 0.96inch OLED Display</span></b></a></div>
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And now without further ado, it is time for <b><a href="https://youtu.be/Km9xFO3RFj0">Unboxing Video</a></b> :-) :</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Km9xFO3RFj0/0.jpg" src="https://www.youtube.com/embed/Km9xFO3RFj0?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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After recording the <b style="text-align: center;"><a href="https://youtu.be/Km9xFO3RFj0">Unboxing Video</a></b>, I went ahead, and added support for the board in <b><a href="https://www.visuino.com/">Visuino</a></b> :-)<br />
Here is now it is mapped currently. This is a acrenshot os a simple test I did to check the module functionality with <b><a href="https://www.visuino.com/">Visuino</a></b>:<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="454" 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" width="640" /></a></div>
<br />
The module support will be included in the next official <b><a href="https://www.visuino.com/">Visuino</a></b> version. I also plan to post Betas of the next version in the <b><a href="https://mewe.com/group/5bc7b647058ed309f3286589">Visuino MeWe community</a></b>, so if you want to get your hands on the new support, please consider joining the <a href="https://mewe.com/group/5bc7b647058ed309f3286589"><b>community</b></a> :-)<br />
<br />
<div style="text-align: center;">
<b><a href="https://mewe.com/group/5bc7b647058ed309f3286589"><span style="font-size: large;">Visuino MeWe community</span></a></b></div>
<br />
I hope you all will enjoy the <b><a href="https://youtu.be/Km9xFO3RFj0">Video</a></b> :-)<br />
Please stay safe from COVID-19, and try to <b>enjoy more your Arduinos</b> and other controllers, and try to <b>catch up</b> with your <b>DIY Projects</b>!<br />
I am working on more videos, and adding a lot of new cool stuff in <b><a href="https://www.visuino.com/">Visuino</a></b> so stay tuned.. ;-)<br />
<br />
Cheers everyone,<br />
Boianmitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-9142993614891095792020-06-26T19:27:00.001-07:002020-06-26T20:46:11.062-07:00Assemble Pre-Production Elegoo Balancing Arduino Robot KIT Step 3: Installing the Boards on the ChassisAfter months of hard work on the new <a href="https://www.visuino.com/"><b>Visuino</b></a> design, I finally have found time to post the third assembly video of the cool <a href="https://www.elegoo.com/product/elegoo-tumbller-self-balancing-robot-car-kit-compatible-with-arduino-stem-kits-stem-toys-for-kids/"><b>Pre-Production Balancing Arduino Robot KIT</b></a> that the great people from <a href="https://www.elegoo.com/"><b>Elegoo</b></a> sent me last year.<br />
<br />
I already posted :<br />
<b style="text-align: center;"><a href="https://youtu.be/yyi-_FaFR3A">Unboxing Video</a></b><br />
<b>Step 1: <a href="https://youtu.be/vP8HqAnirsI">Install The Motors and Wheels</a></b><br />
<b>Step 2:</b> <a href="https://youtu.be/Cvj27VC19T4" style="font-weight: bold;">Assemble the Breakout Board</a><br />
<br />
And here is the second assembly video: <b><a href="https://youtu.be/YP7dpSqiY-g">Install The Boards On The Chassis</a></b> - Install the <b>Arduino</b>, the <b><a href="https://www.makerfocus.com/products/arduino-fpv-robot-car-kit-wifi-tool?aff=10">MPU6050</a></b> Accelerometer Gyroscope, the <b>Motor Driver</b>, and the <b>Bluetooth LE HC-08</b> module<br />
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<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/YP7dpSqiY-g/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/YP7dpSqiY-g?feature=player_embedded" width="320"></iframe></div>
<div style="text-align: center;">
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The robot is already fully supported by <b><a href="https://www.visuino.com/">Visuino</a></b> so you can start making projects with it right away :-) .<br />
I am working to post the rest of the assembly videos and will try to make some <a href="https://www.visuino.com/"><b>Visuino</b></a> video tutorials on self balancing robots, so stay tuned.<br />
<br />
Cheers,<br />
Boian<br />
<br />
<span style="font-family: "times new roman";">#Visuino #Arduino #Elegoo #Robot</span>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-18354789707640647142020-06-20T11:09:00.000-07:002020-06-21T20:21:24.177-07:00Just received 3 cool Arduino, ESP8266 and ESP32 boards from my new friends at DIY More for the Visuino development :-) Hello Friend,<br />
<br />
This week I received another surprise package :-)<br />
3 very cool boards from my new friends at <a href="https://www.diymore.cc/"><b>DIY More</b></a> donated for the <a href="https://www.visuino.com/"><b>Visuino</b></a> development.<br />
<br />
<br />
<ul>
<li><b><a href="https://www.diymore.cc/collections/all-about-arduino/products/dm-strong-ch340g-nano-v3-0-16mhz-micro-usb-development-board-atmega328p-microcontroller-module-for-arduino">DM Strong CH340G Nano V3.0 16Mhz Micro USB Development Board ATmega328P Microcontroller Module For Arduino</a></b></li>
<li><span style="color: #0000ee;"><b><u><a href="https://www.diymore.cc/products/diymore-dm-strong-esp8266-wifi-development-board-ch340-micro-usb-3-3-5v-compatible-for-arduino-nodemcu">DM Strong ESP8266 Wifi Development Board CH340 Micro USB 3.3/5V Compatible For Arduino Nodemcu</a></u></b></span></li>
<li><a href="https://www.amazon.co.uk/diymore-Bluetooth-Temperature-Hygrometer-Detection/dp/B07HRD1VR9/ref=sr_1_1?dchild=1&keywords=ESP32+Soil&qid=1592792625&refresh=1&sr=8-1"><b>ESP32 WiFi&Bluetooth CP2104 DHT11 Soil Temperature Humidity Sensor 18650 Battery Base</b></a></li>
</ul>
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<br />
<div style="text-align: center;">
Here are some pictures of the 3 cool boards:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_N1QkLh28P89XGf6w1B9Vw0rocYu_u_x_0-xc67Z1fghTDEE_PYHzURYjpRTDM6o4xy4Ig3CgCfcWK4fka-n1ac83VmqiVUNSoox5WYdZITq3BCf0ZD84p7xhfolH1f5W2xL85g/s1600/DSC08291_Bright.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_N1QkLh28P89XGf6w1B9Vw0rocYu_u_x_0-xc67Z1fghTDEE_PYHzURYjpRTDM6o4xy4Ig3CgCfcWK4fka-n1ac83VmqiVUNSoox5WYdZITq3BCf0ZD84p7xhfolH1f5W2xL85g/s640/DSC08291_Bright.JPG" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBh7azw_QEwG-IhBDsmtodsrmoqB1Jf5GhdH0n-XQttNRXUoKA2-g7coYqJAA_0xwRGnMa_6_hl9acxMmHrwqn1mlICC7zHktRFokWTYoB0FE4_7d5e50n2o65Xu3RFA2LH582Zg/s1600/DSC08301_Bright.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBh7azw_QEwG-IhBDsmtodsrmoqB1Jf5GhdH0n-XQttNRXUoKA2-g7coYqJAA_0xwRGnMa_6_hl9acxMmHrwqn1mlICC7zHktRFokWTYoB0FE4_7d5e50n2o65Xu3RFA2LH582Zg/s640/DSC08301_Bright.JPG" width="640" /></a></div>
<br />
<br />
The <a href="https://www.diymore.cc/collections/all-about-arduino/products/dm-strong-ch340g-nano-v3-0-16mhz-micro-usb-development-board-atmega328p-microcontroller-module-for-arduino"><b>NANO Strong</b></a> board is identical with <b>Arduino Nano</b> and I have already tested it with <a href="https://www.visuino.com/"><b>Visuino</b></a>. It works great. Since it has very easy to use pins breakout, and has power and ground for each pin, it is very handy for making test projects, and is very likely to become one of my favorite <b><a href="https://www.visuino.com/">Visuino</a> </b>test boards when attaching sensors :-) . Since it can't be used with the standard Nano Shields, I have added separated mapping for it.<br />
<br />
The <a href="https://www.diymore.cc/products/diymore-dm-strong-esp8266-wifi-development-board-ch340-micro-usb-3-3-5v-compatible-for-arduino-nodemcu"><b>ESP8266 board</b></a> is <b>NodeMCU</b> compatible, and is also supported by <a href="https://www.visuino.com/"><b>Visuino</b></a> as <b>NodeMCU</b> . I however have added specific mapping to make it easier to use in <a href="https://www.visuino.com/"><b>Visuino</b></a>.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibII0PLC5KYdODQIs9EWI5rZuigQS3yFylVpRIX-EY0RwM69N2-Ia69zSMuE0yOzWRr9qJcclWjn4f0vHHd6-44DYRloO6VrXRBna_WAnTBJ0Xjlfl5-NUJEC6EL0KlYC8l53Siw/s1600/DIYMoreBoards.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibII0PLC5KYdODQIs9EWI5rZuigQS3yFylVpRIX-EY0RwM69N2-Ia69zSMuE0yOzWRr9qJcclWjn4f0vHHd6-44DYRloO6VrXRBna_WAnTBJ0Xjlfl5-NUJEC6EL0KlYC8l53Siw/s1600/DIYMoreBoards.png" /></a></div>
<br />
<br />
The <a href="https://www.amazon.co.uk/diymore-Bluetooth-Temperature-Hygrometer-Detection/dp/B07HRD1VR9/ref=sr_1_1?dchild=1&keywords=ESP32+Soil&qid=1592792625&refresh=1&sr=8-1" style="font-weight: bold;">ESP32 Soil Temperature Humidity Sensor</a> board is <b>ESP32 HiGrow</b> compatible.<br />
I already have added support for the <a href="https://www.amazon.co.uk/diymore-Bluetooth-Temperature-Hygrometer-Detection/dp/B07HRD1VR9/ref=sr_1_1?dchild=1&keywords=ESP32+Soil&qid=1592792625&refresh=1&sr=8-1" style="font-weight: bold;">ESP32 Soil Temperature Humidity Sensor</a> in <a href="https://www.visuino.com/"><b>Visuino</b></a> :-)<br />
Here is the module in one of my test projects:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhenjgyHJy6vUHvaKJAkH5a2F4vHu4FL7dU6TVfd0xW9_u2DCeOQy6QvNS3dhIUGqJuv4MRc7q3gqGfD5t3R4YGNiqW4wmowWrATcrqLhaFlYS7xFiPWuPTLrUqJHzzunUqJkYJMg/s1600/HiGrowScreenshot.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhenjgyHJy6vUHvaKJAkH5a2F4vHu4FL7dU6TVfd0xW9_u2DCeOQy6QvNS3dhIUGqJuv4MRc7q3gqGfD5t3R4YGNiqW4wmowWrATcrqLhaFlYS7xFiPWuPTLrUqJHzzunUqJkYJMg/s640/HiGrowScreenshot.png" width="640" /></a></div>
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<br />
I hope to have official <a href="https://www.visuino.com/"><b>Visuino</b></a> release with all this and the cool new direct compilation and upload functionality from inside <a href="https://www.visuino.com/"><b>Visuino</b></a> without the need of <b>Arduino IDE</b> :-) . This will surely be one of the biggest <a href="https://www.visuino.com/"><b>Visuino</b></a> releases so far, so stay tuned... ;-)<br />
<br />
<div style="text-align: left;">
Cheer,</div>
<div style="text-align: left;">
Boian</div>
<br />
#Visuino #Arduino #DIYMore<br />
<br />
<br />mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-60475361356466751302020-02-16T16:06:00.001-08:002020-02-16T16:06:55.722-08:00A Night With The Visuino Robots at CodeCraftLast Wednesday I was presenting <a href="https://www.visuino.com/"><b>Visuino</b></a> Robots Programming at CodeCraft, organized by Mircea Nedelcu, and hosted at the CJ Affiliate office in Westlake Village, CA<br />
<br />
<div style="text-align: center;">
<b>This is an amature video recorded at the event:</b></div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/b1CyX4dXwdg/0.jpg" src="https://www.youtube.com/embed/b1CyX4dXwdg?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
M5Stack BugC ESP32 Robot controlled by JuyC over WiFi:</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Cl2wDqmMkmE/0.jpg" src="https://www.youtube.com/embed/Cl2wDqmMkmE?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
And here are some short videos of some of the robots.</div>
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Elegoo Walking Arduino Penguin Bot:</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/zr9NXUtocyc/0.jpg" src="https://www.youtube.com/embed/zr9NXUtocyc?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: center;">
<br /></div>
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RemoteXY WiFi controlled YahBoom Robot with ESP32 BPI:Bit controller:</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/rWOALcQsr8I/0.jpg" src="https://www.youtube.com/embed/rWOALcQsr8I?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: center;">
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<span style="color: rgba(0, 0, 0, 0.87); font-family: Roboto, Noto, sans-serif; font-size: 15px; white-space: pre-wrap;"><b>Source code for the robots:</b>
<a href="http://www.mitov.com/CodeCraftRobotProjects.zip">http://www.mitov.com/CodeCraftRobotProjects.zip</a>
<b>I used this latest development version of Visuino:</b>
<a href="https://www.visuino.com/installs/Visuino_7_8_3_26_Update5.zip">https://www.visuino.com/installs/Visuino_7_8_3_26_Update5.zip</a>
<b>Link to the CdeCraft Meetup event:</b>
<a href="https://www.meetup.com/codecraftgroup/events/chfblrybcdbqb/">https://www.meetup.com/codecraftgroup/events/chfblrybcdbqb/</a>
Visuino Web Site - <a href="https://www.visuino.com/">https://www.visuino.com</a>
RemoteXY Web Site - <a href="http://remotexy.com/">http://remotexy.com/</a>
Robots by:
ELEGOO - <a href="http://www.elegoo.com/">www.elegoo.com</a>
KUMAN - <a href="http://www.kumantech.com/">www.kumantech.com</a>
YAHBOOM - <a href="http://yahboom.net/">yahboom.net</a>
M5Stack - <a href="http://m5stack.com/">m5stack.com</a>
BPI:Bit controller by:
Banana Pi - <a href="http://www.banana-pi.org/">www.banana-pi.org</a></span><br />
<span style="color: rgba(0, 0, 0, 0.87); font-family: Roboto, Noto, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></span>
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;">I am sorry for the bad quality, but we just used some phones to record as much as we could.</span></span><br />
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;">I hope you will enjoy it even in this sorry form. I will try to record and post more events in the future.</span></span><br />
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;"><br /></span></span>
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;">Cheers,</span></span><br />
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;"> Boian</span></span><br />
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;"><br /></span></span>
<span style="color: rgba(0, 0, 0, 0.870588235294118); font-family: Roboto, Noto, sans-serif;"><span style="font-size: 15px; white-space: pre-wrap;"><br /></span></span>mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com0tag:blogger.com,1999:blog-37813250.post-831985468465395262020-01-10T12:17:00.003-08:002020-01-10T12:17:36.663-08:00Just received LabJack U3-LV and T4 donated for the SignalLab and OpenWire Studio development + Unboxing Video<b><span style="color: red;">Just received 2 cool <a href="https://labjack.com/">LabJack</a> modules donated for the <a href="http://www.mitov.com/products/signallab">SignalLab</a> and <a href="http://www.mitov.com/products/openwirestudio">OpenWire Studio</a> development!</span></b><br />
<br />
Lately I have been posting mostly <b><a href="https://www.visuino.com/">Visuino</a></b> related updates. It is understandable. <b><a href="https://www.visuino.com/">Visuino</a></b> has become very popular, and there are so many new modules, gadgets, and cool robots that I keep receiving and adding in it.<br />
This however does not mean that I have stopped work on the <b><a href="http://www.mitov.com/">Mitov Software</a></b> libraries. In fact not only the existing libraries have undergone major upgrade, and expansion, but there is a new library under development. The new library however will be left to be a surprise ;-)<br />
There is also even bigger surprise hopefully coming soon to <b><a href="http://www.mitov.com/products/openwirestudio">OpenWire Studio</a></b> so stay tuned ;-)<br />
<br />
Couple of days ago, I received these 2 modules from LabJack:<br />
<br />
<ul>
<li><b><a href="https://labjack.com/products/u3">U3-LV</a></b> - USB controlled module</li>
<li><b><a href="https://labjack.com/products/t4">T4</a></b> - USB and Ethernet controlled module</li>
</ul>
<br />
Both modules support <b>Modbus</b> and also have streaming functionality. The <b><a href="https://labjack.com/products/t4">T4</a></b> even supports internal Lua scripting.<br />
This means that both modules can be accessed from <b><a href="http://www.mitov.com/products/controllab">ControlLab</a></b> over Modbus, and I will be working to add streaming support for them in <b><a href="http://www.mitov.com/products/signallab">SignalLab</a></b>.<br />
<br />
<div style="text-align: center;">
I also made <b style="text-align: center;"><a href="https://youtu.be/fSaHP6J1vGg">Unboxing video</a></b>:</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i9.ytimg.com/vi/fSaHP6J1vGg/default.jpg?sqp=CLih4_AF&rs=AOn4CLDqwKMlxMkVPilv1rt_ZerE6_L30g" src="https://www.youtube.com/embed/fSaHP6J1vGg?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
And here are the modules:</div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoujReLhTAlkdjQVTte7YyNRyH5Ja_DBfQR06gGhesdBiRHnuhskhkOFwsg0Lw058B3zah9sWZTBaoBAX8QU6PPUdQYUoHZTMOh-iJZHlpcFKIogFikr3_HXx1bG7rl9yUBvFnSA/s1600/DSC08281_Bright.JPG" imageanchor="1"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoujReLhTAlkdjQVTte7YyNRyH5Ja_DBfQR06gGhesdBiRHnuhskhkOFwsg0Lw058B3zah9sWZTBaoBAX8QU6PPUdQYUoHZTMOh-iJZHlpcFKIogFikr3_HXx1bG7rl9yUBvFnSA/s640/DSC08281_Bright.JPG" width="640" /></a></div>
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I have already connected and tested the <b><a href="https://labjack.com/products/u3">LabJack U3-LV</a></b> module, installed the drivers, and have studied the <b>Modbus</b> registers. I plan to do some <b>Modbus</b> testing with it from <b><a href="http://www.mitov.com/products/controllab">ControlLab</a></b> today, and in the following days will start work on the <b><a href="http://www.mitov.com/products/signallab">SignalLab</a></b> streaming.</div>
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Hope to post more updates and videos on the <b><a href="https://labjack.com/">LabJack</a></b> support in <b><a href="http://www.mitov.com/products/controllab">ControlLab</a></b> and <b><a href="http://www.mitov.com/products/signallab">SignalLab</a></b>, so stay tuned :-)</div>
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<br /></div>
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Cheers,</div>
<div class="separator" style="clear: both; text-align: left;">
Boian</div>
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<br /></div>
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<span style="background-color: white; color: #444444; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px;">#Delphi #OpenWire #LabJack</span></div>
mitovhttp://www.blogger.com/profile/09863320055122523509noreply@blogger.com1