Reference no: EM131472974
PROBLEM
You are to create a program that allows a user to view the voltage, current and impedance for each component and the total in either the parallel circuit (a) or series circuit (b). The program will ask the user for the circuit type, the source voltage, the frequency, the number of components, and the values of each component. The two circuits are shown below:
![1969_Figure.jpg](https://secure.expertsmind.com/CMSImages/1969_Figure.jpg)
FUNCTION PROTOTYPES AND INCLUDES
1. You must include the stdio.h and stdlib libraries
2. The following function prototypes are to be used:
![2314_Figure1.jpg](https://secure.expertsmind.com/CMSImages/2314_Figure1.jpg)
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)
a. The first two are described below
b. The last four will be developed in lab5, you need to alter the types from floats to doubles
c. You can change the naming
d. You cannot change the types
FUNCTION - MAIN
1. The program prints to the screen the student number, student name and the assignment number. This is enclosed by
double asterisks. Ensure you follow the below format.
**3777777 John Smith Assignment 2**
2. The program asks the user which circuit they want to evaluate, the frequency in hertz, the source voltage and the number of components. And stores the results appropriately. All of these values are positive integers. When asking for the number of components, the type of circuit should be specified as shown below.
a. You can assume the user enters valid values for frequency, voltage and number of components.
b. You must handle the case where the user enters an incorrect value for the type of circuit and give a message to the user. (No example given, a single line for ‘invalid message' to user ending with a newline. The message is up to you, but must be appropriate)
Do you want to create a 1.parallel or 2. series circuit evaluation? 1
Enter the frequency in Hertz of the source:60
Enter the source voltage :12
How many components are in parallel:3
3. The program creates an array of pointers to doubles (hint: use [ ]), the array is of length 6
a. Then using a for loop dynamically allocate memory (malloc) for each of the pointers an array of size sizeof(double) *(number of components + 1)
b. This is the result table
c. The program stores the source voltage in the array as shown below
result_table[4] [number_of_components] = source_voltage;
result_table[5] [number_of_components] = 0L;
Impedance component 1 -
Real part
|
Impedance component 2 -
Real part
|
...
|
Impedance component n -
Real part
|
Total Impedance - Real part
|
Impedance component 1 -
Imaginary part
|
Impedance component 2 -
Imaginary part
|
...
|
Impedance component n -
Imaginary part
|
Total Impedance - Imaginary part
|
Current component 1 -
Real part
|
Current component 2 -
Real part
|
...
|
Current component n -
Real part
|
Total Current - Real part
|
Current component 1 -
Imaginary part
|
Current component 2 -
Imaginary part
|
...
|
Current component n -
Imaginary part
|
Total Current - Imaginary part
|
Voltage component 1 -
Real part
|
Voltage component 2 -
Real part
|
...
|
Voltage component n -
Real part
|
Total Votage/Source Voltage - Real part
|
Voltage component 1 - Imaginary part
|
Voltage component 2 -
Imaginary part
|
...
|
Voltage component n -
Imaginary part
|
Total Votage/Source Voltage - I
|
maginary
|
part
|
4. The program creates a pointer to ints and dynamically allocates memory for an array of length number of components. This will store the component types.
5. The program creates a pointer to doubles and dynamically allocates memory for an array of length number of components. This will store the size of the components.
6. For each component, the program asks the user to enter the type of component and the value of that component. When asking for the size, the correct units must be shown (Ohms, Farads and Henrys).
a. The storing of the component types and values must be done using pointer arithmetic in this section. (Refer to lab 6 and additional material)
b. You can assume the user enters valid values components (1,2 or 3) and their values (positive values)
![2311_figure2.jpg](https://secure.expertsmind.com/CMSImages/2311_figure2.jpg)
7. Calculate the impedance values by calling the calculate_impedance function. (Described in section below)
8. Calculate the total current values for both the real and imaginary parts and store appropriately (Ohms law I=V/Z)
9. Calculate the voltages and currents of all components, and store appropriately. (Hint. Refer to background information - Ohms Law. Parallel and series will have different equations)
10. Call the print_results function to print out the results table (Described in section below)
11. End the program appropriately.
FUNCTION - CALCULATE_ IMPEDANCE
1. Calculate the impedance for both real and imaginary part for each component using a for loop with an if, else-if, else statement in the loop. And store the results in the results_table (Hint. Refer to background information - Impedance. Resistors, Capacitors and Inductors have different equations)
2. Calculate the total impedance for both real and Imaginary parts. And store the results in the results_table (Refer to additional material if new to summation)
a. Hint: (One possible implementation)
i. Create temporary variables to store the current sum (for both complex and real parts) and initialize to 0.
ii. Create variables to store the total impedance (both for complex and real parts).
iii. Then if the circuit is series:
1. Iteratively add to these for each impedance values.
2. The sum is the total impedance
iv. else if the circuit is parallel:
1. Create a set of temporary variables for the result of the division
2. Iterate through the component values starting from the first component:
i. Divide 1+0j by the components impedance value and store the result appropriately, then add this result to the current sum.
3. Divide 1+0j by the total sum to give the total impedance.
v. Store the total impedance values in the appropriate place in the result table.
FUNCTION - PRINT_ RESULTS
1. Print the result table as shown below:
a. The first column describes the rows with the text
"COMPONENTS","Z ( Ohms)","I ( Amps)","V (Volts)".
b. The first row prints the components as ‘R' for resistor, ‘C' for capacitor and ‘I' for inductor.
c. The second row prints the impedance, the third the current and the fourth the voltage
i. The real part is printed in brackets in exponential format with sign and 3 decimal places. Then the ‘+' character. Then the imaginary part is printed in brackets in exponential format with sign and 3 decimal places. Then the ‘j' character.
CONSTRAINTS
- Pi needs to be to 11 decimal places in your program.
- Formatting needs to be exactly as specified. (Your program will be tested against automated test cases)
- Text to user needs to be easily understandable. You can change the text but the same inputs must be used.
- The program must print your student number, name and the assignment number as specified.
- Types should be used appropriately.
- You must use comments to explain significant lines of code.
- You must use comments to explain how to use the functions and solution
Attachment:- Assignment-2.pdf