Deck 11: Flows in Piping Systems

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Question
The blade in Problem 3 is moving in the x-direction at 20 m/s. It is one of numerous blades on a rotor being energized by six jets each emitting water at 50 m/s. The entering blade angle is
The 45 4545 ^ { \circ } angle shown. If the six jets are oriented properly, the maximum power output of the
Rotor would be nearest:

A) 30 kW
B) 24 kW
C) 20 kW
D) 16 kW
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Question
Water flows over a 2-m-wide flat plate with\text {Water flows over a 2-m-wide flat plate with} the same velocities as in Problem 4 in the\text { the same velocities as in Problem 4 in the} mini-exam for Section 4.4 where we found\text { mini-exam for Section \(4.4\) where we found} vˉ=0.0667 m/s. The frictional force F \text {\(\bar { v } = 0.0667 \mathrm {~m} / \mathrm { s }\). The frictional force \(F\) }acting on the horizontal surface is nearest:\text {acting on the horizontal surface is nearest:}
 <strong> \text {Water flows over a 2-m-wide flat plate with}\text { the same velocities as in Problem 4 in the}\text { mini-exam for Section 4.4 where we found}   \text {\bar { v } = 0.0667 \mathrm {~m} / \mathrm { s }. The frictional force  <span class=FF }\text {acting on the horizontal surface is nearest:}
A) 250 N B) 1500 N C) 1700 N D) 1900 N
" class="answers-bank-image d-block" loading="lazy" >

A) 250 N
B) 1500 N
C) 1700 N
D) 1900 N
Question
If p1=900kPa, the force of the water on the\text {If \(p _ { 1 } = 900 \mathrm { kPa }\), the force of the water on the} nozzle is nearest:\text { nozzle is nearest:}

A) 6910 N  <strong> \text {If p _ { 1 } = 900 \mathrm { kPa }, the force of the water on the}\text { nozzle is nearest:} </strong> A) 6910 N   B) 6470 N C) 5120 N D) 4920 N <div style=padding-top: 35px>
B) 6470 N
C) 5120 N
D) 4920 N
Question
Water, issuing from an 8-mm-diameter nozzle, impacts the blade\text {Water, issuing from an 8-mm-diameter nozzle, impacts the blade} with a velocity V1=50 m/s, as shown. The x-component of the \text {with a velocity \(V _ { 1 } = 50 \mathrm {~m} / \mathrm { s }\), as shown. The \(x\)-component of the }force of the water on the blade is nearest\text {force of the water on the blade is nearest}  <strong> \text {Water, issuing from an 8-mm-diameter nozzle, impacts the blade}   \text {with a velocity V _ { 1 } = 50 \mathrm {~m} / \mathrm { s }, as shown. The  <span class=xx -component of the }\text {force of the water on the blade is nearest} A) 1300 N B) 200 N C) 150 N D) 100 N
" class="answers-bank-image d-block" loading="lazy" >

A) 1300 N
B) 200 N
C) 150 N
D) 100 N
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Deck 11: Flows in Piping Systems
1
The blade in Problem 3 is moving in the x-direction at 20 m/s. It is one of numerous blades on a rotor being energized by six jets each emitting water at 50 m/s. The entering blade angle is
The 45 4545 ^ { \circ } angle shown. If the six jets are oriented properly, the maximum power output of the
Rotor would be nearest:

A) 30 kW
B) 24 kW
C) 20 kW
D) 16 kW
16 kW
2
Water flows over a 2-m-wide flat plate with\text {Water flows over a 2-m-wide flat plate with} the same velocities as in Problem 4 in the\text { the same velocities as in Problem 4 in the} mini-exam for Section 4.4 where we found\text { mini-exam for Section \(4.4\) where we found} vˉ=0.0667 m/s. The frictional force F \text {\(\bar { v } = 0.0667 \mathrm {~m} / \mathrm { s }\). The frictional force \(F\) }acting on the horizontal surface is nearest:\text {acting on the horizontal surface is nearest:}
 <strong> \text {Water flows over a 2-m-wide flat plate with}\text { the same velocities as in Problem 4 in the}\text { mini-exam for Section 4.4 where we found}   \text {\bar { v } = 0.0667 \mathrm {~m} / \mathrm { s }. The frictional force  <span class=FF }\text {acting on the horizontal surface is nearest:}
A) 250 N B) 1500 N C) 1700 N D) 1900 N " class="answers-bank-image d-block" loading="lazy" >

A) 250 N
B) 1500 N
C) 1700 N
D) 1900 N
1700 N
3
If p1=900kPa, the force of the water on the\text {If \(p _ { 1 } = 900 \mathrm { kPa }\), the force of the water on the} nozzle is nearest:\text { nozzle is nearest:}

A) 6910 N  <strong> \text {If p _ { 1 } = 900 \mathrm { kPa }, the force of the water on the}\text { nozzle is nearest:} </strong> A) 6910 N   B) 6470 N C) 5120 N D) 4920 N
B) 6470 N
C) 5120 N
D) 4920 N
5120 N
4
Water, issuing from an 8-mm-diameter nozzle, impacts the blade\text {Water, issuing from an 8-mm-diameter nozzle, impacts the blade} with a velocity V1=50 m/s, as shown. The x-component of the \text {with a velocity \(V _ { 1 } = 50 \mathrm {~m} / \mathrm { s }\), as shown. The \(x\)-component of the }force of the water on the blade is nearest\text {force of the water on the blade is nearest}  <strong> \text {Water, issuing from an 8-mm-diameter nozzle, impacts the blade}   \text {with a velocity V _ { 1 } = 50 \mathrm {~m} / \mathrm { s }, as shown. The  <span class=xx -component of the }\text {force of the water on the blade is nearest} A) 1300 N B) 200 N C) 150 N D) 100 N " class="answers-bank-image d-block" loading="lazy" >

A) 1300 N
B) 200 N
C) 150 N
D) 100 N
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