Recent content by renta

please help!

Is this right so far? equations of motion…. c1x1’+m1x1”+k1x1+k2(x1-x2)+c2(x1’-x2’)=Fosinwt m1x2”+k2(x1-x2)+c2(x2’-x1’)=0 matrix form… [m1 0] [x1”] + [c1+c2 ...-c2][x1’] + [k1+k2...k1-k2][x1] =[Fosinwt] [0 m2] [x2”]...[-c2 ...c2]*[x2’]...[k2...-k2][x2]...[ 0 ]...

please help me. I should also calculate k2 so that the natural frequency of the absorber is equal to the excitation frequency. I'm so confused with vibrations.

my guess is "electronics and magnetism". that's what i had to take when i was a physics major

I'm trying to design a vibration absorber that will reduce the vibration of a machine by about 60%. I found the equations of motion of the machine without the absorber to be.. m1+x2"+ k1*x1+k2(x1-x2)+C2(x1'-x2')=Fo*sin(wt) and the absorber alone to be.. m1+x2"+k2(x1-x2)+C2(x2'-x1')=0 How...

I'm trying to design a vibration absorber that will reduce the vibration of a machine by about 60%. I found the equations of motion of the machine without the absorber to be.. c1x1’+m1x1”+k1x1+k2(x1-x2)+c2(x1’-x2’)=Fosinwt and the absorber alone to be.. m1x2”+k2(x1-x2)+c2(x2’-x1’)=0 How...