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SolidWorks 2014 Surface Tutorial 92: Project curve on surface Video Lecture | SolidWorks: Essential Training (All Commands included) - IT & Software

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FAQs on SolidWorks 2014 Surface Tutorial 92: Project curve on surface Video Lecture - SolidWorks: Essential Training (All Commands included) - IT & Software

1. What is the purpose of the "Project Curve on Surface" feature in SolidWorks 2014?
Ans. The "Project Curve on Surface" feature in SolidWorks 2014 allows users to project a 2D curve onto a 3D surface. This is useful for creating complex shapes or patterns by using existing curves as a reference.
2. How do I access the "Project Curve on Surface" feature in SolidWorks 2014?
Ans. To access the "Project Curve on Surface" feature in SolidWorks 2014, you can go to the "Insert" menu, select "Curve" and then choose "Project Curve on Surface" from the dropdown menu. Alternatively, you can use the shortcut key "P" followed by "C" to directly access the feature.
3. Can I project multiple curves onto a single surface using the "Project Curve on Surface" feature in SolidWorks 2014?
Ans. Yes, you can project multiple curves onto a single surface using the "Project Curve on Surface" feature in SolidWorks 2014. Simply select all the desired curves before initiating the feature, and they will all be projected onto the surface simultaneously.
4. Is it possible to edit the projected curves after using the "Project Curve on Surface" feature in SolidWorks 2014?
Ans. Yes, you can edit the projected curves after using the "Project Curve on Surface" feature in SolidWorks 2014. The projected curves are separate entities from the original curves, so you can modify them individually using the available sketch tools in SolidWorks.
5. Can I project a curve onto a non-planar surface using the "Project Curve on Surface" feature in SolidWorks 2014?
Ans. Yes, the "Project Curve on Surface" feature in SolidWorks 2014 supports projecting curves onto non-planar surfaces. It accurately projects the 2D curve onto the 3D surface, taking into account the surface's curvature and orientation. This allows for precise modeling and design on complex surfaces.
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