Digital filter software
shock response spectrum (SRS)processmechanical

Digital filter software - CRYSTAL INSTRUMENTS - shock response spectrum (SRS) / process / mechanical
Digital filter software - CRYSTAL INSTRUMENTS - shock response spectrum (SRS) / process / mechanical
Digital filter software - CRYSTAL INSTRUMENTS - shock response spectrum (SRS) / process / mechanical - image - 2
Digital filter software - CRYSTAL INSTRUMENTS - shock response spectrum (SRS) / process / mechanical - image - 3
Digital filter software - CRYSTAL INSTRUMENTS - shock response spectrum (SRS) / process / mechanical - image - 4
Digital filter software - CRYSTAL INSTRUMENTS - shock response spectrum (SRS) / process / mechanical - image - 5
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Characteristics

Function
digital filter, shock response spectrum (SRS)
Applications
process, mechanical
Type
real-time, 2D

Description

Shock Response Spectrum Analysis A Shock Response Spectrum (SRS) is a graphical presentation of a transient acceleration pulse’s potential to damage a structure. It plots the peak acceleration responses of a bank of single degree-of-freedom (SDOF) spring, mass damper systems all experiencing the same base-excitation as if on a rigid massless base. Each SDOF system has a different natural frequency; they all have the same viscous damping factor. A spectrum results from plotting the peak accelerations (vertically) against the natural frequencies (horizontally). An SRS is generated from a shock waveform using the following process: Specify a damping ratio for the SRS (5% is most common) Use a digital filter to model an SDOF of frequency, fn and damping ξ. Apply the transient as an input and calculate the response acceleration waveform. Retain the peak positive and negative responses occurring during the pulse’s duration and afterward. Select one of these extreme values and plot it as the spectrum amplitude at fn. Repeat these steps for each (logarithmically spaced) fn desired. The resulting plot of peak acceleration vs. spring-mass-damper system natural frequency is called a Shock Response Spectrum, or SRS. An SDOF mechanical system consists of the following components: Mass, M Spring, K Damper, C The natural frequency, Fn, and the critical damping factor, ξ , characterize a SDOF system, can be calculated from above parameters.

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