The profile of an engine part is given by the following piecewise function: for 0 ≤ B < 1/2 for π/2 ≤ B < 2π/3 for 2n/3ß < 4π/3 for 4n/3 ≤ B <3π/2 for 3m/2≤ B < 7π/4 for 7n/4 SBS 2π E 4(2ß - 0.5 sin ß)/π = 4 =4-2 (1-0.5 cos(3 (ß - 2π/3))) = 2 - (B-31/2)² 5-0.5(1-B-7/4)² π/4 = 2- a

Computer Networking: A Top-Down Approach (7th Edition)
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The profile of an engine part is given by the following piecewise function:
4(28-0.5 sin ß)/π
for 0 ≤ B < π/2
for π/2≤ B < 2π/3
for 2n/3≤ B < 4π/3
=4-2(1-0.5 cos(3 (ß - 2π/3)))
for 4/3 B < 3π/2
for 3π/2≤ B < 7π/4
for 7n/4 SBS 2π
y
<= 4
= 2
- (B-3/2)²
= 2-
=
2
5-0.5 (1-B-71/4)²
π/4
Write a script file, HW6P3. m, that does the following.
1. Create vector Beta from 0 to 27 with a constant spacing of π/100.
2. Determine Beta within each interval by logical indexing. No branching should be
used. Use Variables Betal, Beta2, Beta3,..., etc for each of the six intervals.
3. calculate the corresponding y values for each Beta Interval. Use Variables y1, y2,
y3,. ,etc for each value of y of the six intervals.
4.
The constant value of y must be assigned as vectors of the constant value of the
same length as the corresponding Beta. For example, y for interval 2 must be [4
4 4 ....]. Similarly, for y for interval 4.
****
5. Append all y's values to one vector named Y.
6. Plot your results with the following line of code.
plot (Beta, Y,'.');
Transcribed Image Text:The profile of an engine part is given by the following piecewise function: 4(28-0.5 sin ß)/π for 0 ≤ B < π/2 for π/2≤ B < 2π/3 for 2n/3≤ B < 4π/3 =4-2(1-0.5 cos(3 (ß - 2π/3))) for 4/3 B < 3π/2 for 3π/2≤ B < 7π/4 for 7n/4 SBS 2π y <= 4 = 2 - (B-3/2)² = 2- = 2 5-0.5 (1-B-71/4)² π/4 Write a script file, HW6P3. m, that does the following. 1. Create vector Beta from 0 to 27 with a constant spacing of π/100. 2. Determine Beta within each interval by logical indexing. No branching should be used. Use Variables Betal, Beta2, Beta3,..., etc for each of the six intervals. 3. calculate the corresponding y values for each Beta Interval. Use Variables y1, y2, y3,. ,etc for each value of y of the six intervals. 4. The constant value of y must be assigned as vectors of the constant value of the same length as the corresponding Beta. For example, y for interval 2 must be [4 4 4 ....]. Similarly, for y for interval 4. **** 5. Append all y's values to one vector named Y. 6. Plot your results with the following line of code. plot (Beta, Y,'.');
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