Jeff Hiller
COMSOL Employee
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Posted:
5 years ago
Aug 29, 2019, 1:39 p.m. EDT
Updated:
5 years ago
Aug 30, 2019, 8:46 a.m. EDT
Hello Hadi,
There are several ways the length of the channel could remain constant while you vary the angle of the bend: the bottom straight section could vary in length while the top straight section remains of constant length, or the top straight section could vary in length while the bottom straight section remains of constant length, or both straight sections could vary in length; so you have some decision to make there. Also, I presume that it is the midline of the microchannel that you want to keep of a constant length, but perhaps it is one of its edges; this is not entirely clear to me from your post.
In any case, you can implement any of those constraints by using the fact that the length of an arc of circle is , where is the angle expressed in radians and is the radius, and specifying the length of either or both of the straight sections accordingly in terms of.
Although in this simple case things are pretty straightforward to implement already, I should mention that geometric constraints will be a lot easier to implement when we release version 5.5 of the Design Module in just a few weeks. Stay tuned!
Best regards,
Jeff
-------------------
Jeff Hiller
Hello Hadi,
There are several ways the length of the channel could remain constant while you vary the angle of the bend: the bottom straight section could vary in length while the top straight section remains of constant length, or the top straight section could vary in length while the bottom straight section remains of constant length, or both straight sections could vary in length; so you have some decision to make there. Also, I presume that it is the midline of the microchannel that you want to keep of a constant length, but perhaps it is one of its edges; this is not entirely clear to me from your post.
In any case, you can implement any of those constraints by using the fact that the length of an arc of circle is R \times \theta , where \theta is the angle expressed in radians and R is the radius, and specifying the length of either or both of the straight sections accordingly in terms of\theta.
Although in this simple case things are pretty straightforward to implement already, I should mention that geometric constraints will be a lot easier to implement when we release version 5.5 of the Design Module in just a few weeks. Stay tuned!
Best regards,
Jeff