1. 2. 3. Synthesize a four bar function generator to solve the equation y-sinx, 0x /2...

 

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1. 2. 3. Synthesize a four bar function generator to solve the equation y-sinx, 0≤x≤ π/2 use three precision points and Chebyshev spacing. Plot a curve of the actual function and a curve of the actual function which the linkage generates. Compute the max error between them in percent. Take ΔΦ = 60°, ΔΨ = 90°, Φ = 30, Ψ% = 60°, In a slider crank mechanism, the rotation of the crank from 60° to 150° (CCW) has to be converted into a 20 cm translation of the slider (from left to right) so that the translation is proportional to the rotation of the crank. Design the mechanism, using four Chebyshev's accuracy points. Design a 4 link mechanism if the motion of input and output links are govern by the function y = x¹.5 and x varies from 1 to 4. Assume to vary from 30° to 120° and from 60° to 130° The length of fixed link is 30 mm. Use Chebyshev spacing point. 1. 2. 3. Synthesize a four bar function generator to solve the equation y-sinx, 0≤x≤ π/2 use three precision points and Chebyshev spacing. Plot a curve of the actual function and a curve of the actual function which the linkage generates. Compute the max error between them in percent. Take ΔΦ = 60°, ΔΨ = 90°, Φ = 30, Ψ% = 60°, In a slider crank mechanism, the rotation of the crank from 60° to 150° (CCW) has to be converted into a 20 cm translation of the slider (from left to right) so that the translation is proportional to the rotation of the crank. Design the mechanism, using four Chebyshev's accuracy points. Design a 4 link mechanism if the motion of input and output links are govern by the function y = x¹.5 and x varies from 1 to 4. Assume to vary from 30° to 120° and from 60° to 130° The length of fixed link is 30 mm. Use Chebyshev spacing point.

Answer rating: 100% (QA)

To synthesize a four bar function generator to solve the equation y sinx using three precision points and Chebyshev spacing the following steps can be followed Determine the range of x values 0 x 2 Ch... View the full answer