SolidWorks 2022 Tutorial - Design a Helical Worm Gear

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SolidWorks 2022 Tutorial - Design a Helical Worm Gear
Hi and welcome back. Today I am going to show you how to design a Helical worm gear using SolidWorks 2022. By watching this 3D CAD designing advanced tutorial you will learn the technique of using SolidWorks as a pro.
By watching this tutorial, you will learn the use of SolidWorks feature tools like extrude boss, extrude-cut, Helix, Sweep-cut, Circular pattern, Chamfer, Fillet, etc. Hope you will stay connected with us and continue learning advanced part modelling by SolidWorks 2022.
Hope you will love the way we design the helical work gear by using SolidWorks 2022.
If you like this tutorial, please don’t forget to subscribe to my channel. Because your engagement encourages me to upload new tutorials. Please also let me know your thought about this tutorial through comments.
Thanks for your time.
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Опубликовано:

4 окт 2024

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Комментарии : 9

@stevesarsfield4012 2 года назад

Hi - Please could you explain why revolution was 0.029. Thank you

@CADZone 2 года назад

Thanks for your interest. Same question from another friend! My answer is: Sorry to say that, I can't explain the value with equation. But, I can tell you, when you will go to create a helix using a circle of 79.5mm and height of 16.75mm, then solidworks will get the value automatically, i.e. Revolution and pitch 0.029 and 577.59 respectively. If you find the mathematical explanation of this problem, please don't forgot to share with us.

@stevesarsfield4012 2 года назад

@@CADZone Thank you for explaining this - much apprecited - have a great day :)

@CADZone 2 года назад

Welcome

@gfortyjuan 2 года назад

how did you arrive at .029 ? Thanks !

@CADZone 2 года назад

Thanks for your interest. Sorry to say that, I can't explain the value with equation. But, I can tell you, when you will go to create a helix using a circle of 79.5mm and height of 16.75mm, then solidworks will get the value automatically, i.e. Revolution and pitch 0.029 and 577.59 respectively. If you find the mathematical explanation of this problem, please don't forgot to share with us.