duanebw
Mechanical
- Mar 15, 2014
- 6
Hi all,
I am trying to design a vibration isolator, to protect a fairly small object from vibrations caused due to travelling over rough ground.
I have used an accelerometer to record the G's in X Y and Z directions experienced due to the surfaces. I have done Fourier Transform on this time-series to get the frequency sprecta, and from this have selected the dominant frequencies to target.
I would like a simple passive isolating device comprising two shock absorbers from an RC car (these allow spring rate and damping oil viscosity to be adjusted), with the object mounted them, to allow the object to translate up and down (the plane experiencing the most motion). I therefore need to specify the requirements of the shock absorbers, and this is where I'm a bit stuck - not sure how to get there from what I know.
From here -
I can see that I want the natural frequency of the isolator to be less than half of the excitation frequency (so if the dominant f_e is 10Hz, f_n of the isolator must be 5Hz or less).
The above link has equations to work out f_n given the spring rate, damping coefficient etc, which means I can iterate to get an acceptable spring rate and damping coefficient.
I've been told that I can calculate vibration velocities by multiplying the accelerations by 1/(2pi*f), and same again to get displacements, but I don't think is is very accurate at all?
I have been reading through Rivin's 'Passive Vibration Isolation', but am finding it very confusing. I have access to MATLAB and Simulink, but have never used Simulink before so would have to learn this from scratch.
Any guidance or pointers would be much appreciated!
Many thanks,
Duane.
I am trying to design a vibration isolator, to protect a fairly small object from vibrations caused due to travelling over rough ground.
I have used an accelerometer to record the G's in X Y and Z directions experienced due to the surfaces. I have done Fourier Transform on this time-series to get the frequency sprecta, and from this have selected the dominant frequencies to target.
I would like a simple passive isolating device comprising two shock absorbers from an RC car (these allow spring rate and damping oil viscosity to be adjusted), with the object mounted them, to allow the object to translate up and down (the plane experiencing the most motion). I therefore need to specify the requirements of the shock absorbers, and this is where I'm a bit stuck - not sure how to get there from what I know.
From here -
I can see that I want the natural frequency of the isolator to be less than half of the excitation frequency (so if the dominant f_e is 10Hz, f_n of the isolator must be 5Hz or less).
The above link has equations to work out f_n given the spring rate, damping coefficient etc, which means I can iterate to get an acceptable spring rate and damping coefficient.
I've been told that I can calculate vibration velocities by multiplying the accelerations by 1/(2pi*f), and same again to get displacements, but I don't think is is very accurate at all?
I have been reading through Rivin's 'Passive Vibration Isolation', but am finding it very confusing. I have access to MATLAB and Simulink, but have never used Simulink before so would have to learn this from scratch.
Any guidance or pointers would be much appreciated!
Many thanks,
Duane.