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Time dependent pulse ultrasound wave
Posted 2017年1月24日 GMT-5 19:16 Acoustics & Vibrations, Studies & Solvers, Structural Mechanics Version 4.4 2 Replies
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Hi,
I have a time-dependent model to simulate ultrasound wave distribution.
My pulse function is "sin(2*pi*10^6*t)-step1(t[1/s])*sin(2*pi*10^6*t)" from t=0 to 0.001 and step function is 0 to 1 at 0.0002. Output is 200 micro-second of sine waves with 1 MHz frequency and then it turns off for the 800 microseconds.
I used 8 time steps for each sine wave and this increased the computation time significantly. When the study was done and I saved the file, the file was 50 GB!!! Is there a way to decrease the computation time? Am I doing something wrong?
Another question: Is there any way to solve this model in the frequency domain with a pulse like above? The pulse in the frequency domain will have a frequency of 1KHz. It means that one cycle per milli-second. Each cycle composed of 200 microseconds of sine waves and 800 micro-seconds of zero pulse.
Please see the model using link below (I shared it in my google drive).
drive.google.com/file/d/0B1tLRr6eAX6VQV9ZZjM4VEVkTHc/view?usp=sharing
Thanks,
I have a time-dependent model to simulate ultrasound wave distribution.
My pulse function is "sin(2*pi*10^6*t)-step1(t[1/s])*sin(2*pi*10^6*t)" from t=0 to 0.001 and step function is 0 to 1 at 0.0002. Output is 200 micro-second of sine waves with 1 MHz frequency and then it turns off for the 800 microseconds.
I used 8 time steps for each sine wave and this increased the computation time significantly. When the study was done and I saved the file, the file was 50 GB!!! Is there a way to decrease the computation time? Am I doing something wrong?
Another question: Is there any way to solve this model in the frequency domain with a pulse like above? The pulse in the frequency domain will have a frequency of 1KHz. It means that one cycle per milli-second. Each cycle composed of 200 microseconds of sine waves and 800 micro-seconds of zero pulse.
Please see the model using link below (I shared it in my google drive).
drive.google.com/file/d/0B1tLRr6eAX6VQV9ZZjM4VEVkTHc/view?usp=sharing
Thanks,
2 Replies Last Post 2017年3月28日 GMT-4 08:00