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) The figure shows a function generator linkagé in which the motioh of rocker 2 corresponds to x and the motion of rocker 4 to the function y=f(x). Use three precision points and chebychev spacing and synthesize the linkage to generate the following function. y = 4cos (x) 0

) The figure shows a function generator linkagé in which the motioh of rocker 2 corresponds to x and the motion of rocker 4 to the function y=f(x). Use three precision points and chebychev spacing and synthesize the linkage to generate the following function. y = 4cos (x) 0

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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The figure shows a function generator linkage in which the motion of rocker 2 corresponds to x and the motion of rocker 4 to the function y=f(x). Use three precision points and chebychev spacing and synthesize the linkage to generate the following function. y = 4cos (-x) 0<x<2 and 225°<0<330° and 60°<µ<90° y X Table of values i Xi Yi 60 4 225 1 3 4 2 330 Useful formulas: 1 2j – 저-2(xn+1 + xo)-(-X0)cos (-11 (Xn+1 + Xo) (Xn+1 – Xo)cos 2 2n K1 r2 r4 r? – rỉ – rị – rị K3 = .2 - 2r,r4 || 3. 90
Transcribed Image Text:The figure shows a function generator linkage in which the motion of rocker 2 corresponds to x and the motion of rocker 4 to the function y=f(x). Use three precision points and chebychev spacing and synthesize the linkage to generate the following function. y = 4cos (-x) 0<x<2 and 225°<0<330° and 60°<µ<90° y X Table of values i Xi Yi 60 4 225 1 3 4 2 330 Useful formulas: 1 2j – 저-2(xn+1 + xo)-(-X0)cos (-11 (Xn+1 + Xo) (Xn+1 – Xo)cos 2 2n K1 r2 r4 r? – rỉ – rị – rị K3 = .2 - 2r,r4 || 3. 90
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