Hi All, I'm taking a course that's teaching labview. I've done pretty well so far on the labview projects but this one has me stumped. Here is the assignment: y(n)= Δt * ( T * y(n-1)+x(n) ) T+Δt Δt Where T is the time constant, x(t) is the input and y(t) is the output. Experiment 1, Simulate the dynamic response of first order system 1. Launch LabVIEW. 2. Create a blank VI. 3. The front panel should have at least an numeric control to input the time constant and the graph indicator to show the result. 4. Drop the “Simulated Signal” express VI and choose the signal type as square wave, frequency as 1Hz, sample frequency as 1000Hz and number of data points as 500. 5. Use “Convert from Dynamic Data” VI to convert the data from the “Simulated Signal” express VI to single waveform data. 6. Use waveform function to extract the waveform data and the time interval of the waveform. 7. Use FOR loop to iterate the output data of the first order system. 8. Use the formula node to program the algorithm based on equation 3. 9. Use waveform function to create the waveform data from the output data and the time interval of the input waveform. 10. Use “Build Array” function to create an array that consists of the input and output waveforms. 11. Use graph indicator to show the input and output waveforms. 12. Use “Write LabVIEW Measurement File” VI to save the data in a file. 13. Run the VI using the following time constants: 0.01, 0.03, 0.05, 0.07 and 0.1, and save the results to files. Now i'm ok up 'til #5. #6 asks to extract the time interval of the waveform which i'm confused about. Also, I used a for loop but I don't know if that needs to be around the entire thing #8. I setup the formula but not sure where the inputs should be connected to #9 is very confusing, i'm assuming he wants me to connect the waveform output to the input of another waveform? Any help in this would be much appreciated. TIA

LabVIEW

can i get the VI's sent to my email: boatengderrick756@gmail.com

tried the lab procedure but made quite a number of errors.

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