DADiSP Software
Module - DADiSP/SRS 2.0 - Shock Response Spectrum
DADiSP/SRS is a menu driven module designed for the analysis of the
Shock Response Spectrum (SRS). SRS Analysis is a useful tool in minimising
the potential damage to a component due to shock. SRS is employed in industries
such as aerospace engineering, automotive engineering, Department of Defense
and ordnance evaluation.
Given acceleration time history data, the SRS module allows the user
to choose from a variety of industry standard analysis methods and select
the desired frequency range and spacing. The damping ratio or Q factor
is also adjustible.
DADiSP/SRS 2.0 includes a variety of output results to determine the overall shock response spectrum. The absolute maximum, also known as the maxi-max response (the maximum of the absolute value of the max and min response), maximum magnitude, minimum magnitude, positive response and negative response at each natural frequency can be determined.
Using DADiSP's powerful overplot and overlay capabilities, a complete and/or custom graphical representation of the shock response spectrum can easily be contructed from any time series.
DADiSP/SRS 2.0 New Feature Summary
- Absolute Maximum Response
- Maximum Magnitude Response
- Minimum Magnitude Response
- Positive Response
- Negative Response
View DADiSP/SRS Tutorial
Key Features: Analysis algorithms include:
- Simple Dialog Box User Interface
- Ramp Invariant (Smallwood) Step Response Matching Algorithm
- Impulse Invariant Impulse Response Matching Algorithm
- Bilinear Transform Frequency Response Matching Algorithm
- Whole Octave Frequency Spacing
- Fractional (1/N) Octave Frequency Spacing
- Linear Frequency Spacing
- Adjustible Damping Ratio/Q Factor
The Shock Response Spectrum, or SRS, is used in modelling a mechanical
component as a series of single degree of freedom (SDOF) spring-dashpot
subsystems each with a constant damping ratio and varying natural frequency.
Each spring-dashpot subsystem is considered a 2nd order linear system
and is converted into the digital domain. The absolute maximum response
of each spring-dashpot subsystem is returned as the SRS result for the
corresponding natural frequency of the subsystem. A plot of the absolute
maximum responses for all the natural frequencies is the Shock Response
Spectrum.
Multiple Analysis Methods
To calculate the SRS, each analogue 2nd order spring-dashpot subsystem
is converted into the digital domain. DADiSP/SRS supports three industry
standard methods of performing this transformation: the Impulse Invariant
technique matches the impulse response of the analogue system with the
digital model; The Ramp Invariant (Smallwood) technique, the most common
approach, matches the ramp response of the analogue system with the digital
model; and the Bilinear Transform matches the frequency response. In addition,
the damping ratio or Q factor for the spring-dashpot network can be specified.
Octave or Linear Natural Frequencies
The natuaral frequency range of interest can be specified in octave, fractional
octave or linear bands to produce comprehensive SRS results. Whole octave
and 1/N fractional octave bands provide SRS information over a wide natural
frequency range with a minimum of computation. Linear frequency ranges
are useful to produce high resolution SRS results for a narrow band of
frequencies. Once computed, any SRS can be plotted with linear, log or
log-log axes.
Fully Integrated
The SRS module is fully integrated with DADiSP to provide a complete shock
analysis, display and processing environment. The DADiSP/SRS user interface
is dialog based, eliminating the need to memorize argument lists or formulas
and allows quick recall of previous SRS calculations. The SRS results
are automatically displayed in a DADiSP window and can be saved for further
processing by DADiSP or other programs.
DADiSP/SRS 2.0 Functions
DADiSP/SRS includes several simple functions to convert acceleration time history data into a shock response spectrum.
| srsoct |
SRS calculation for octave spaced frequencies |
| srslin |
SRS calculation for linear spaced frequencies |
| srscoef |
Convert SRS SDOF analog system to digital domain |
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