Whether the device is a pump or a turbine.

Question

Want to see more full solutions like this?

Answer 1

Question

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Students have asked these similar questions

الثانية Babakt Momentum equation for Boundary Layer S SS -Txfriction dray Momentum equation for Boundary Layer What laws are important for resolving issues 2 How to draw. 3 What's Point about this.

R αι g The system given on the left, consists of three pulleys and the depicted vertical ropes. Given: ri J₁, m1 R = 2r; απ r2, J2, m₂ m1; m2; M3 J1 J2 J3 J3, m3 a) Determine the radii 2 and 3.

B: Solid rotating shaft used in the boat with high speed shown in Figure. The amount of power transmitted at the greatest torque is 224 kW with 130 r.p.m. Used DE-Goodman theory to determine the shaft diameter. Take the shaft material is annealed AISI 1030, the endurance limit of 18.86 kpsi and a factor of safety 1. Which criterion is more conservative? Note: all dimensions in mm. 1 AA Motor 300 Thrust Bearing Sprocket 100 9750 เอ

Answer 2

Question

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Question

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Question

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.

Answer 6

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.

Answer 7

Chapter 12.1, Problem 1P

To determine

Whether the device is a pump or a turbine.

Answer 8

Expert Solution & Answer

Answer to Problem 1P

The device is a pump.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

Pump: It is defined as a machine or device which is used to force a fluid to move in a given direction. In the case of pump, the work is done on the fluid.

Turbine: It is defined as a mechanical machine which is used to produce continuous power. In the case of turbine, the work is done by the fluid.

Draw the velocity diagram for the given figure.

EBK MUNSON, YOUNG AND OKIISHI'S FUNDAME, Chapter 12.1, Problem 1P

Figure-(1)

Write the expression for the linear velocity of the blade at inlet.

U1=ωr1 (I)

Here, the radius of the blade at inlet is r1 and the angular velocity is ω.

Write the expression for the linear velocity of the blade at exit.

U2=ωr2 (II)

Here, the radius of the blade at outlet is r2.

Since, the angular velocity is remains constant at inlet and outlet, only the radius is different. The outlet radius is greater than the inlet radius. Hence, the exit velocity is also greater than the inlet velocity. Due to this the direction of absolute velocity is changed from V1 to V2 passing through blade from inlet to exit.

Therefore, the work is done on the fluid by the device hence the device is a pump.

Conclusion:

Thus, the device is a pump.