Fall 2008 --
Purdue University -- West Lafayette, IN
Welcome to the website of ME 274 for the Fall 2008 semester. On this site you can view blog posts, add your own blog posts and add comments to existing posts. In addition to the blog are links to course material: course information, information on solution videos, exams, quizzes,homeworks and other course-related material. Direct links to the homework solution videos are also available on the left side of this page.
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I am having difficulty starting problem 5/155. What fixed point should be used to solve for omega? VB is only going to move in the positive j direction but I don't see how that helps you.
My suggestion is to first work with the link formed by BC. * Write down the rigid body velocity equation between points B and C. * The velocity of C is known completely (both magnitude and direction). The direction of the velocity of B is known (vertical). * From this vector equation you have two scalar equations (x- and y-components)and two unknowns: the speed of B and the angular velocity of BC. Solve these two equations. * Write down the rigid body acceleration equation for BC. The acceleration of C is known (zero) as well as the direction of the acceleration of B (vertical). * Solve for the acceleration of B and angular acceleration of BC from the two components of this acceleration equation.
Now that you know the angular velocity and angular acceleration of the bar, you can write the acceleration of A in terms of the acceleration of C. Here you will use the angular velocity and acceleration of the bar found above.
1 comment:
My suggestion is to first work with the link formed by BC.
* Write down the rigid body velocity equation between points B and C.
* The velocity of C is known completely (both magnitude and direction). The direction of the velocity of B is known (vertical).
* From this vector equation you have two scalar equations (x- and y-components)and two unknowns: the speed of B and the angular velocity of BC. Solve these two equations.
* Write down the rigid body acceleration equation for BC. The acceleration of C is known (zero) as well as the direction of the acceleration of B (vertical).
* Solve for the acceleration of B and angular acceleration of BC from the two components of this acceleration equation.
Now that you know the angular velocity and angular acceleration of the bar, you can write the acceleration of A in terms of the acceleration of C. Here you will use the angular velocity and acceleration of the bar found above.
Let us know if this does not help.
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