Recent content by CloDawg
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Derivative of Cos^3(x)*Sin(x) using Chain Rule
Thats it chain rule or something: d(uv)/dx=u(dv/dx)+v(du/dx) u=sin(x) v=cos^3(x) (dv/dx) = -3sin((x))cos^2(x) (du/dx) = cos(x) d(uv)/dx= -3sin^2(x)cos^2(x) + cos^4(x) Is this correct?- CloDawg
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- Forum: Calculus and Beyond Homework Help
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Derivative of Cos^3(x)*Sin(x) using Chain Rule
Help! I last did this kind of work years ago in university. Can som1 please help me with the derivative.- CloDawg
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- Derivative
- Replies: 3
- Forum: Calculus and Beyond Homework Help
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Graduate Yaw Control Dynamics for VAWT Turbines
M=mgL=ω×JΩ where JΩ is angular momentum. This is the equation i get when modeling a wind turbine as a suspended spinning bicycle wheel. This means that a moment will act on the turbine, tilting the nacelle either up or down. But what about the resisting torque when one attempts to yaw... -
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Graduate Yaw Control Dynamics for VAWT Turbines
Im building a yaw control system for one of the universitys VAWT turbines. Basically I am struggling to get an equation described below: there should be an algorithm such that the system should try to yaw the turbine as fast as possible, but without causing too high forces on any key... -
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How can I design a reliable slewing bearing for a VAWT yaw control system?
I'm building a yaw control system for one of the universitys VAWT turbines. I need to design a slewing bearing which can reliably support radial, axial and tilting moments. I have absolutely no idea how to do this or even where to start. Could you please give me some advice as to go about...- CloDawg
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- Bearing Turbine Wind Wind turbine
- Replies: 1
- Forum: Mechanical Engineering