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The dimensions of the control volume of the figure are L = 24 in, H =...
The dimensions of the control volume of the figure are L = 110 cm, H =...
The dimensions of the control volume of the figure are L = 110 cm, H = 46.4 cm, W = 25.0 cm. A fluid with specific gravity SG = 0.98 moves through the control volume. The given velocity is V = 1.9 m/s. Calculate, in Newton, the y-axis contribution of the term Sos. VP (v-ü)dA at the plane where the velocity is. L 7W < H y Control volume X V Your Answer: -972.9
The dimensions of the control volume of the figure are L = 811 mm, H =...
The dimensions of the control volume of the figure are L = 811 mm, H = 441 mm, W = 300 mm and the angle is 46 degrees. A fluid with specific gravity SG = 0.831 occupies the control volume. The absolute pressure P1 on the top plane is 106.5 kPa. Calculate, in Newton, the contribution of this pressure to the x-component of the linear momentum balance: Ses Volv-ñ)da - ΣF The atmospheric pressure today is 99.6 kPa P1 H...
A fluid exits the control volume of the Figure at a mass flow rate of 1.71...
A fluid exits the control volume of the Figure at a mass flow rate of 1.71 slugs/s with a speed of 10.8 ft/s at an angle of 35 degrees. Calculate, in lb, the x-axis contribution of the term SVp (v. )da C.S. at the plane where the velocity is. w L Control Volume H 90° .X Your Answer: Answer
A fluid enters the control volume of the Figure at a mass flow rate of 2.50...
A fluid enters the control volume of the Figure at a mass flow rate of 2.50 slugs/s with a speed of 6.6 ft/s at an angle of 45 degrees. Calculate, in lb, the y-axis contribution of the term I vp (v.ü)da at the plane where the velocity is. w 4 90° Control Volume H X L
Figure P4.64 shows a fixed control volume. It has a volume VO = 1.0 ft3, a...
Figure P4.64 shows a fixed control volume. It has a volume VO = 1.0 ft3, a flow area A = 1.0 ft2, and a length 40 = 1.0 ft. Position x represents the center of the control volume where the fluid velocity VO = 1.0 ft/s and the density po = 1.800 slug/ft3. Also, at position x the fluid density does not change locally with time but decreases in the axial direction at the linear rate of 0.25 slug/ft4. Use...
PLEASE DON'T DO THE PROBLEM, JUST ANSWER THESE QUESTIONS----> What is the control volume of this...
PLEASE DON'T DO THE PROBLEM, JUST ANSWER THESE
QUESTIONS----> What is the control volume of this diagram (draw
it please) and where are point 1 & 2 located on the diagram?
Why does p1=p2, v1=v2=0, and z1=z2?
PLEASE ANSWER THESE QUESTIONS,
DON'T DO THE PROBLEM: What is the control volume of this diagram
(draw it please) and where are point 1 & 2 located on the
diagram? Why does p1=p2, v1=v2=0, and z1=z2?
8.93 L exit.0 L elbow1.5 8.93 Water...
Sam is trying to move a dresser of mass m and dimensions of length L and height H by pushing it with a horizontal force...
Sam is trying to move a dresser of mass m and dimensions of length L and height H by pushing it with a horizontal force F⃗ applied at a height h above the floor. (Figure 1) The coefficient of kinetic friction between the dresser and the floor is μk and g is the magnitude of the acceleration due to gravity. The ground exerts upward normal forces of magnitudes NP and NQ at the two ends of the dresser. Note that...
Chapters Six & Seven Problems: 6.11 The venture meter shown in Figure 6.4 carries oil (sg-0.85)....
Chapters Six & Seven Problems: 6.11 The venture meter shown in Figure 6.4 carries oil (sg-0.85). The specific gravity of the gage fluid in the manometer is 1.5. Calculate the volume flow rate of oil in m'/s. 7.1 The pump in Figure 7.1 provides head of 59.5 ft, and power of 13.5 hp to deliver water from the lower to the upper reservoir. Calculate; a. Volume flow rate in the suction and discharge pipe. b. Velocity of flow in suction...
QUESTION 5 A angular coil of wire H 24 c n by L-34 c and car yng a cu ent of 1.6 A İs one ted with the plane of its loop pe pendicular to a uniform 1.6 T magnetic field as shown in the figure. T...
QUESTION 5 A angular coil of wire H 24 c n by L-34 c and car yng a cu ent of 1.6 A İs one ted with the plane of its loop pe pendicular to a uniform 1.6 T magnetic field as shown in the figure. The coil is then rotated through a 28° angle into the plane. Calculate the torque that the magnetic field exerts on the coil. Hint: In order to help visualize this three-dimensional problem, make a...
Assignment:-GCA-CH07A work-KE Theory Pg12 SCALE-UP Table: Station: A block of mass M is launched up a...
Assignment:-GCA-CH07A work-KE Theory Pg12 SCALE-UP Table: Station: A block of mass M is launched up a rough plane that makes an angle θ with the horizontal by placing (not attached) it against a massless spring compressed by a distance d and releasing it from rest (see "Initial stage" in the figure at right). The block slides a distance L (>d) up the plane and comes off the plane with an unknown speed v (see "Final stage" in the figure at...
The dimensions of the control volume of the figure are L = 110 cm, H = 46.4 cm, W = 25.0 cm. A fluid with specific gravity SG = 0.98 moves through the control volume. The given velocity is V = 1.9 m/s. Calculate, in Newton, the y-axis contribution of the term Sos. VP (v-ü)dA at the plane where the velocity is. L 7W < H y Control volume X V Your Answer: -972.9
The dimensions of the control volume of the figure are L = 811 mm, H = 441 mm, W = 300 mm and the angle is 46 degrees. A fluid with specific gravity SG = 0.831 occupies the control volume. The absolute pressure P1 on the top plane is 106.5 kPa. Calculate, in Newton, the contribution of this pressure to the x-component of the linear momentum balance: Ses Volv-ñ)da - ΣF The atmospheric pressure today is 99.6 kPa P1 H...
A fluid exits the control volume of the Figure at a mass flow rate of 1.71 slugs/s with a speed of 10.8 ft/s at an angle of 35 degrees. Calculate, in lb, the x-axis contribution of the term SVp (v. )da C.S. at the plane where the velocity is. w L Control Volume H 90° .X Your Answer: Answer
A fluid enters the control volume of the Figure at a mass flow rate of 2.50 slugs/s with a speed of 6.6 ft/s at an angle of 45 degrees. Calculate, in lb, the y-axis contribution of the term I vp (v.ü)da at the plane where the velocity is. w 4 90° Control Volume H X L
Figure P4.64 shows a fixed control volume. It has a volume VO = 1.0 ft3, a flow area A = 1.0 ft2, and a length 40 = 1.0 ft. Position x represents the center of the control volume where the fluid velocity VO = 1.0 ft/s and the density po = 1.800 slug/ft3. Also, at position x the fluid density does not change locally with time but decreases in the axial direction at the linear rate of 0.25 slug/ft4. Use...
PLEASE DON'T DO THE PROBLEM, JUST ANSWER THESE
QUESTIONS----> What is the control volume of this diagram (draw
it please) and where are point 1 & 2 located on the diagram?
Why does p1=p2, v1=v2=0, and z1=z2?
PLEASE ANSWER THESE QUESTIONS,
DON'T DO THE PROBLEM: What is the control volume of this diagram
(draw it please) and where are point 1 & 2 located on the
diagram? Why does p1=p2, v1=v2=0, and z1=z2?
8.93 L exit.0 L elbow1.5 8.93 Water...
Chapters Six & Seven Problems: 6.11 The venture meter shown in Figure 6.4 carries oil (sg-0.85). The specific gravity of the gage fluid in the manometer is 1.5. Calculate the volume flow rate of oil in m'/s. 7.1 The pump in Figure 7.1 provides head of 59.5 ft, and power of 13.5 hp to deliver water from the lower to the upper reservoir. Calculate; a. Volume flow rate in the suction and discharge pipe. b. Velocity of flow in suction...
QUESTION 5 A angular coil of wire H 24 c n by L-34 c and car yng a cu ent of 1.6 A İs one ted with the plane of its loop pe pendicular to a uniform 1.6 T magnetic field as shown in the figure. The coil is then rotated through a 28° angle into the plane. Calculate the torque that the magnetic field exerts on the coil. Hint: In order to help visualize this three-dimensional problem, make a...
Assignment:-GCA-CH07A work-KE Theory Pg12 SCALE-UP Table: Station: A block of mass M is launched up a rough plane that makes an angle θ with the horizontal by placing (not attached) it against a massless spring compressed by a distance d and releasing it from rest (see "Initial stage" in the figure at right). The block slides a distance L (>d) up the plane and comes off the plane with an unknown speed v (see "Final stage" in the figure at...
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