Matlab Program for Discrete Convolution and Correlation Without Using Inbuilt Functions

Minimum element was initially zero, which resulted in a wrong output. Using the debugger to check how For-Loop iterated, I found the initial problem of min = 0 that caused IF statement to be always False. Thus, I changed min=0; to min=num[0] and the program begun to work perfect.

Next, you will add the AND and OR gates necessary to complete the circuit equations you derived in the lab report, part 1 section. The output F for the canonical SOP circuit should be shown on LEDG[0]. The output G for the canonical POS circuit should be connected to LEDG[1].

When first starting my program I remembered from our notes that we needed to import random on the first line when starting the program. Next, I made my header. I used the “*” symbol in order for python to know thats what I wanted as my out put and so I typed print(“*”*40). I did this so that the asterisks would go 40 times across my screen. Then, I typed out my header so you could understand what kind of program I was doing. I titled it Program 3 - Even or Odd. Then I assigned the variable number to input(“Please enter a number: “), so that then when the program runs it will ask the user to enter a number. On this first part of the program I typed print(“You entered: “ + number). I did this because it tells the user You entered: #. By using

The programmed algorithm is shown in Figure 6.The program was developed using LabVIEW System design software. The entire experimental set-up is shown in Figure 7.

We are using two FOR Loop to traverse the input and create a 2 dimensional array for printing the output.

4. The calculation should be executed only after all the valid input values are provided.

To fix the error: The cell DI7 should be left blank or it must contain a number. What should we with those cells?

Simulate or run the program in PSPICE Software. 4). Note the maximum output voltage and the cut off frequency from the graph displayed by PROBE graphics processor. 5). Compare the simulated value of the maximum voltage gain and the cut off frequency with the theoretical maximum voltage gain and the theoretical cut off frequency.

16. Repeat steps 12-15 seven more additional times, each time adding 0. M of the HCI to well A1. Put all data into Table 1.

Step 2 Each step has a length of 10σ/N and identify the mid-point of each interval µ-4.9σ, µ-

lacing a small error. And not only that but also the fact that as table 2 shows that the final

A Low Pass filter lets through the frequencies below the cutoff frequency and eliminates the ones above it. An Example of a low pass filter can be found on track 9 of my logic session which is with my assessment.

This section focuses on the analysis of your data. Draw a copy of the flow chart you made in class and attach it to your post laboratory assignments.

0 7 188 0.085 1,067 0.48 207 236 — 417 300 2.2 0.4 59.3 10.1 0.24 64.4 1,241 539 2.5 4,026 97,000 625 17 21 5 20 — 1,065 642 10,643 69

One of the techniques for BPF designing has been presented here. By varying the resonator length from 30mm - 34mm, but get better result at the 32mm as it gives much more enhanced bandwidth response over it.The resonator width also concurrently varied by length from 0.6mm – 1.0mm, but get better result at 0.8mm width as it improves the more bandwidth.