Q4. Water flows along the rectangular channel such that after it falls to the lower elevation, the depth PR V V V V V V Yw Yw 28 29′ 29′ 29′ 29′ 29′ Determine the volumetric discharge through the channel. The channel has a width of 1.5 m. h = 0.3 m. Find (4), w Yw ,ZA, ZB, ZC, Zp, ZQ, ZR.
Q4. Water flows along the rectangular channel such that after it falls to the lower elevation, the depth PR V V V V V V Yw Yw 28 29′ 29′ 29′ 29′ 29′ Determine the volumetric discharge through the channel. The channel has a width of 1.5 m. h = 0.3 m. Find (4), w Yw ,ZA, ZB, ZC, Zp, ZQ, ZR.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Please show all steps to solve the problem and include a free body diagram if necessary. Subject is fluid mechanics
![**Question 4:**
Water flows along the rectangular channel such that after it falls to the lower elevation, the depth \( h = 0.3 \, \text{m} \).
Find:
\[
\frac{p_A}{\gamma_w}, \frac{p_B}{\gamma_w}, \frac{p_C}{\gamma_w}, \frac{p_P}{\gamma_w}, \frac{p_Q}{\gamma_w}, \frac{p_R}{\gamma_w}, \frac{V^2_A}{2g}, \frac{V^2_B}{2g}, \frac{V^2_C}{2g}, \frac{V^2_P}{2g}, \frac{V^2_Q}{2g}, \frac{V^2_R}{2g}, Z_A, Z_B, Z_C, Z_P, Z_Q, Z_R.
\]
Determine the volumetric discharge through the channel. The channel has a width of 1.5 m.
**Diagram Explanation:**
- The diagram shows a side view of a rectangular channel with sections labeled A, B, C, P, Q, and R.
- The channel starts with a depth of 0.5 m at point A, and there are two segments with depth changes outlined in the system.
- In the first segment (A to B), water depth transitions from 0.5 m at A to 0.25 m at B.
- At point C, the channel drops vertically by 1 m.
- After the fall, from P to Q to R, the water flows with a constant depth of 0.3 m and narrows with depths indicated as 0.15 m at both P and Q.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F93c89597-7ce2-4451-bd61-6716aa1c2201%2F0094df40-2b15-4689-9407-ea614fa32514%2Fee3o07c_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Question 4:**
Water flows along the rectangular channel such that after it falls to the lower elevation, the depth \( h = 0.3 \, \text{m} \).
Find:
\[
\frac{p_A}{\gamma_w}, \frac{p_B}{\gamma_w}, \frac{p_C}{\gamma_w}, \frac{p_P}{\gamma_w}, \frac{p_Q}{\gamma_w}, \frac{p_R}{\gamma_w}, \frac{V^2_A}{2g}, \frac{V^2_B}{2g}, \frac{V^2_C}{2g}, \frac{V^2_P}{2g}, \frac{V^2_Q}{2g}, \frac{V^2_R}{2g}, Z_A, Z_B, Z_C, Z_P, Z_Q, Z_R.
\]
Determine the volumetric discharge through the channel. The channel has a width of 1.5 m.
**Diagram Explanation:**
- The diagram shows a side view of a rectangular channel with sections labeled A, B, C, P, Q, and R.
- The channel starts with a depth of 0.5 m at point A, and there are two segments with depth changes outlined in the system.
- In the first segment (A to B), water depth transitions from 0.5 m at A to 0.25 m at B.
- At point C, the channel drops vertically by 1 m.
- After the fall, from P to Q to R, the water flows with a constant depth of 0.3 m and narrows with depths indicated as 0.15 m at both P and Q.
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