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milestone_2_task_3 [2016/01/29 15:12]
nealb [What is Needed in the Lab Report]
milestone_2_task_3 [2023/01/15 00:38] (current)
scott [Pass Off]
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   * Filter the resulting 10 ksamples/s signal using the 10 IIR bandpass filters   * Filter the resulting 10 ksamples/s signal using the 10 IIR bandpass filters
   * Calculate and display the signal energy of each of the 10 resulting filtered signals   * Calculate and display the signal energy of each of the 10 resulting filtered signals
-  
  
 ===== General Notes ===== ===== General Notes =====
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     - The center-of-passband frequencies for the filters are the ten player frequencies     - The center-of-passband frequencies for the filters are the ten player frequencies
     - For this task, you should read in your '​b'​ and '​a'​ coefficients from the file(s) you saved them in when you designed the filter in Task 1     - For this task, you should read in your '​b'​ and '​a'​ coefficients from the file(s) you saved them in when you designed the filter in Task 1
- 
- 
-===== Pass Off ===== 
-Show the following plots for a shot by player 1. 
-  - Time-domain plot of square wave for player 1 
-    - f = 1471Hz 
-    - Amplitude of 0.1V (square wave with voltage of either 0 or 0.1V) 
-    - Zoom in on a section of the x-axis 4ms wide when you are showing this for pass-off 
-    - y-axis of -1V to 1V 
-    - Sampling frequency of Fs = 100kHz 
-  - Time-domain plot of optical noise (from lights.mat) 
-    - Same axis as square wave 
-  - Time-domain plot showing sum of optical noise and square wave 
-    - Same axis as square wave 
-  - Frequency-domain plot of sum of optical noise and square wave (on an axis going from 0 to 50 kHz) 
-  - Frequency-domain plot of decimated signal (on an axis going from 0 to 5 kHz) 
-    - Low pass filter signal and then down-sampled to Fs = 10kHz 
-    - Then use fft to view in frequency domain 
-  - Frequency-domain signal filtered by bandpass filter centered at f = 1471Hz 
-  - Frequency-domain signal filtered by bandpass filter centered at another player frequency 
-  - The signal energy for the signal through all 10 bandpass filters 
-    - Signal length of 200ms 
  
 ===== Resources ===== ===== Resources =====
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 ===== What is Needed in the Lab Report ===== ===== What is Needed in the Lab Report =====
 Please include the following in the Lab Report for Milestone 2, Task 3: Please include the following in the Lab Report for Milestone 2, Task 3:
-  - Clearly labeled versions of the graphs required for pass-off, with a brief description for each graph of exactly what we are looking at, and how we can tell from the graph that things are working correctly. ​ (For example, on the frequency domain plot of noise + the player 1 square wave signal, note where the fundamental player 1 frequency peak from the square wave appears in the plot, and note the major noise peaks that we see in the spectrum.)+  - Clearly labeled versions of the graphs required for pass off, with a brief description for each graph of exactly what we are looking at, and how we can tell from the graph that things are working correctly. ​ (For example, on the frequency domain plot of noise + the player 1 square wave signal, note where the fundamental player 1 frequency peak from the square wave appears in the plot, and note the major noise peaks that we see in the spectrum.)
   - A 1-paragraph summary of what was accomplished in this task   - A 1-paragraph summary of what was accomplished in this task
  
 +===== Pass Off =====
 +Show the following plots for a shot by player 1:
 +  - Time-domain plot of square wave for player 1
 +    - f = 1471Hz
 +    - Amplitude of 0.1V (square wave with voltage of either 0 or 0.1V)
 +    - Zoom in on a section of the x-axis 4ms wide when you are showing this for pass off
 +    - y-axis of -1V to 1.5V
 +    - Sampling frequency of Fs = 100kHz
 +  - Time-domain plot of optical noise (from lights.mat)
 +    - Same axis as square wave
 +  - Time-domain plot showing sum of optical noise and square wave
 +    - Same axis as square wave
 +  - Frequency-domain plot of sum of optical noise and square wave (on an axis going from 0 to 50 kHz)
 +  - Frequency-domain plot of decimated signal (on an axis going from 0 to 5 kHz)
 +    - Low pass filter signal and then down-sampled to Fs = 10kHz
 +    - Then use fft to view in frequency domain
 +  - Frequency-domain signal filtered by bandpass filter centered at f = 1471Hz
 +  - Frequency-domain signal filtered by bandpass filter centered at another player frequency
 +  - The signal energy for the signal through all 10 bandpass filters
 +    - Signal length of 200ms
  
milestone_2_task_3.1454105545.txt.gz · Last modified: 2016/01/29 15:12 by nealb