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Problem 2 EXAMPLE OF BERNOULLI'S EQUATION P-150,000 Pa v1 = 5.0 m/s h1=0.0m Al x1 P2...
Ex 2 Please complete the required calculations in the table }p2 V1 V2 P2 theory Lab...
Ex 2
Please complete the required calculations in the table
}p2
V1
V2
P2 theory
Lab 5: Bernaulli's Principle Demonstration Inlet Experimental Experimental Inlet Flow Throat flow Theoretical Volumetric Volumetric Inlet flow rate flow rate pressure pressure Throat speed speed Throat Pressure 2 P2 Theary Error Throat pressurepressure P2 Experiment v1 P1 P1 P2 Experiment Bar m/sec Pascal m3/sec Ba 10.x 20 3.xiOl LOOO FO.48 Water Density 1000 kg/m Venturi throat area (A)-0.000036 m Water temperature Venturi inlet area IA:...
[1] Water flowing in a pipe is determined to be moving at the velocities given in...
[1] Water flowing in a pipe is determined to be moving at the velocities given in the diagram below. The higher level is 3 meters above the lower one and the pressure in the lower portion is measured to be 200 kPa. Determine the pressure inside the upper pipe Treat the water as an ideal fluid obeying Bernoulli's equation. Consider the path connecting poin in the lower pipe with point 2 in the upper pipe a streamline 200 kPa 2.0...
Table 3.1 Time, t (s) Position, x (m) tn/t1 Time Squared, t^2 (s^2) (tn)^2/(t1)^2 xn/x1 t1,...
Table 3.1
Time, t (s)
Position, x (m)
tn/t1
Time Squared, t^2 (s^2)
(tn)^2/(t1)^2
xn/x1
t1, 0.40
x1, 0.25
1.0
.16
1
1
t2, 0.80
x2, 0.36
2.0
.64
4
1.4
t3, 1.2
x3, 0.52
3.0
1.4
9
2.1
t4, 1.6
x4, 0.71
4.0
2.6
16
2.8
t5, 2.0
x5, 0.95
5.0
4.0
25
3.8
t6, 2.4
x6, 1.2
6.0
5.8
36
4.8
Linear fit equation for Position Vs. Time: 0.545x - 0.0530
Quadratic fit equation for Position Vs. Time:...
Question 2 4 pts Question 1lb) If viscous effects are negligible, determine the flow rate Qt (m3/s) at Point 1 in the large pipe if h-5.8 m and V2 66m/s The density of water is 1000 kg/m3. Atm...
Question 2 4 pts Question 1lb) If viscous effects are negligible, determine the flow rate Qt (m3/s) at Point 1 in the large pipe if h-5.8 m and V2 66m/s The density of water is 1000 kg/m3. Atmospheric pressure Patm 101.325 kPa. Gravitational acceleration g- 9.81 m/s Your answer should be in m3/s and accurate to4d.р. Question 3 3 pts If viscous effects are negligible, determine the gauge pressure p1 (kPa) at Point 1 in the large pipe for Q1...
P, = 1.3 MPa T,-527℃ V1 = 40 m/s 4,=0.2 m 2 3. Hot exhaust gases...
P, = 1.3 MPa T,-527℃ V1 = 40 m/s 4,=0.2 m 2 3. Hot exhaust gases flow steadily through a turbine with inlet and outlet states as shown. Heat is lost to the surroundings at a rate of 500 kW. Treat the exhaust gases as air and using Table A-17, find the following: a) The mass flow rate through the turbine, [kg/s] b) The Power output of the turbine, Wout [MW] Turbine Wout owE P,-100 kPa T2= 127℃ V2- 52...
Ignore question [1], just need the problem description from it. [1] Water flowing in a pipe...
Ignore question [1], just need
the problem description from it.
[1] Water flowing in a pipe is determined to be moving at the velocities given in the diagram below. The higher level is 3 meters above the lower one and the pressure in the lower portion is measured to be 200 kPa. Determine the pressure inside the upper pipe Treat the water as an ideal fluid obeying Bernoulli's equation. Consider the path connecting poin in the lower pipe with point...
2. Adam the shape of a trapezoid is shown below. The height is 40m, the bottom....
2. Adam the shape of a trapezoid is shown below. The height is 40m, the bottom. Find the force on the dam due to hydrostatic pressure if the water n below. The height is 40m, the width is 60m at the top and 40m at dam. Assume that the density of water is p = 1000kg/m', and th c pressure if the water level is 4m from the top of the of water is p=1000 kg/m' and the acceleration of...
Example Problem # 17 Conservation Of Energy Steam at 1600-psi, 1000°F, and a velocity of 2-ft/s...
Example Problem # 17 Conservation Of Energy Steam at 1600-psi, 1000°F, and a velocity of 2-ft/s enters a turbine operating at steady state. As shown in Figure 4.51, 22% of the entering mass flow is extracted at 160-psi, 450°F, with a velocity of 10-ft/s. The rest of the steam exits as a two-phase liquid-vapor mixture at 1-psi, with a quality of 85% and a velocity of 150-ft/s. The turbine develops a power output of 9x108 Btu/hr. Neglecting potential energy effects...
Problem 2: A stainless steel rod (k-21 W/m-K, p-8000 kg/m3, C,,-570 J/kg-K) with diameter D-10 mm is heat-treated as it...
Problem 2: A stainless steel rod (k-21 W/m-K, p-8000 kg/m3, C,,-570 J/kg-K) with diameter D-10 mm is heat-treated as it passes through a furnace at a speed of 2 cm/s. The furnace has a convection coefficient of 80 W/m2-K and an air temperature of 900°C. The furnace is 3 m long, and the stainless steel enters at 20°C. (a) Using a control volume of length S traveling with the rod, develop a differential equation for the rate of change of...
can someone write a basic c program for this problem? ENGR 200 SPRING, 2019 Al: Computing...
can someone write a basic c program for this problem?
ENGR 200 SPRING, 2019 Al: Computing Mass Flow Rate, Volume Flow Rate, and Average Velocity in Pipe Branches (basic program development) DUE: Jan. 22, 2019 at 11:59 pm, CST, (Mon/Wed section) Jan. 22, 2019 at 11:59 pm, CST, (Tues & Distance sections) POINTS: 35 INTRODUCTION: A water piping system has a T-fitting that splits the flow into two flows. See the illustration below. Water enters the main pipe at a...
Ex 2
Please complete the required calculations in the table
}p2
V1
V2
P2 theory
Lab 5: Bernaulli's Principle Demonstration Inlet Experimental Experimental Inlet Flow Throat flow Theoretical Volumetric Volumetric Inlet flow rate flow rate pressure pressure Throat speed speed Throat Pressure 2 P2 Theary Error Throat pressurepressure P2 Experiment v1 P1 P1 P2 Experiment Bar m/sec Pascal m3/sec Ba 10.x 20 3.xiOl LOOO FO.48 Water Density 1000 kg/m Venturi throat area (A)-0.000036 m Water temperature Venturi inlet area IA:...
[1] Water flowing in a pipe is determined to be moving at the velocities given in the diagram below. The higher level is 3 meters above the lower one and the pressure in the lower portion is measured to be 200 kPa. Determine the pressure inside the upper pipe Treat the water as an ideal fluid obeying Bernoulli's equation. Consider the path connecting poin in the lower pipe with point 2 in the upper pipe a streamline 200 kPa 2.0...
Table 3.1
Time, t (s)
Position, x (m)
tn/t1
Time Squared, t^2 (s^2)
(tn)^2/(t1)^2
xn/x1
t1, 0.40
x1, 0.25
1.0
.16
1
1
t2, 0.80
x2, 0.36
2.0
.64
4
1.4
t3, 1.2
x3, 0.52
3.0
1.4
9
2.1
t4, 1.6
x4, 0.71
4.0
2.6
16
2.8
t5, 2.0
x5, 0.95
5.0
4.0
25
3.8
t6, 2.4
x6, 1.2
6.0
5.8
36
4.8
Linear fit equation for Position Vs. Time: 0.545x - 0.0530
Quadratic fit equation for Position Vs. Time:...
Question 2 4 pts Question 1lb) If viscous effects are negligible, determine the flow rate Qt (m3/s) at Point 1 in the large pipe if h-5.8 m and V2 66m/s The density of water is 1000 kg/m3. Atmospheric pressure Patm 101.325 kPa. Gravitational acceleration g- 9.81 m/s Your answer should be in m3/s and accurate to4d.р. Question 3 3 pts If viscous effects are negligible, determine the gauge pressure p1 (kPa) at Point 1 in the large pipe for Q1...
P, = 1.3 MPa T,-527℃ V1 = 40 m/s 4,=0.2 m 2 3. Hot exhaust gases flow steadily through a turbine with inlet and outlet states as shown. Heat is lost to the surroundings at a rate of 500 kW. Treat the exhaust gases as air and using Table A-17, find the following: a) The mass flow rate through the turbine, [kg/s] b) The Power output of the turbine, Wout [MW] Turbine Wout owE P,-100 kPa T2= 127℃ V2- 52...
Ignore question [1], just need
the problem description from it.
[1] Water flowing in a pipe is determined to be moving at the velocities given in the diagram below. The higher level is 3 meters above the lower one and the pressure in the lower portion is measured to be 200 kPa. Determine the pressure inside the upper pipe Treat the water as an ideal fluid obeying Bernoulli's equation. Consider the path connecting poin in the lower pipe with point...
2. Adam the shape of a trapezoid is shown below. The height is 40m, the bottom. Find the force on the dam due to hydrostatic pressure if the water n below. The height is 40m, the width is 60m at the top and 40m at dam. Assume that the density of water is p = 1000kg/m', and th c pressure if the water level is 4m from the top of the of water is p=1000 kg/m' and the acceleration of...
Example Problem # 17 Conservation Of Energy Steam at 1600-psi, 1000°F, and a velocity of 2-ft/s enters a turbine operating at steady state. As shown in Figure 4.51, 22% of the entering mass flow is extracted at 160-psi, 450°F, with a velocity of 10-ft/s. The rest of the steam exits as a two-phase liquid-vapor mixture at 1-psi, with a quality of 85% and a velocity of 150-ft/s. The turbine develops a power output of 9x108 Btu/hr. Neglecting potential energy effects...
Problem 2: A stainless steel rod (k-21 W/m-K, p-8000 kg/m3, C,,-570 J/kg-K) with diameter D-10 mm is heat-treated as it passes through a furnace at a speed of 2 cm/s. The furnace has a convection coefficient of 80 W/m2-K and an air temperature of 900°C. The furnace is 3 m long, and the stainless steel enters at 20°C. (a) Using a control volume of length S traveling with the rod, develop a differential equation for the rate of change of...
can someone write a basic c program for this problem?
ENGR 200 SPRING, 2019 Al: Computing Mass Flow Rate, Volume Flow Rate, and Average Velocity in Pipe Branches (basic program development) DUE: Jan. 22, 2019 at 11:59 pm, CST, (Mon/Wed section) Jan. 22, 2019 at 11:59 pm, CST, (Tues & Distance sections) POINTS: 35 INTRODUCTION: A water piping system has a T-fitting that splits the flow into two flows. See the illustration below. Water enters the main pipe at a...
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