i) A system for an ordinary toilet tank filling is shown in figure below. The ball floats on the water. As the ball gets closer to the top of the container, the stopper decreases the flow of water. When the container becomes full, the stopper shuts off the flow water. Draw a block diagram for the system described above with clear label of each components. Pulleys Cord Stopper Water Ball Fleat Container Stepeock Water

i) A system for an ordinary toilet tank filling is shown in figure below. The ball floats on the water. As the ball gets closer to the top of the container, the stopper decreases the flow of water. When the container becomes full, the stopper shuts off the flow water. Draw a block diagram for the system described above with clear label of each components. Pulleys Cord Stopper Water Ball Fleat Container Stepeock Water

Solid Waste Engineering

3rd Edition

ISBN:9781305635203

Author:Worrell, William A.

Publisher:Worrell, William A.

Chapter5: Separation Processes

Section: Chapter Questions

Problem 5.19P

See similar textbooks

Similar questions

1. The simplified schematic diagram below illustrates the principle of the ordinary toilet tank filling system. The ball floats on the water. As the ball gets closer to the top of the container, the stopper decreases the flow of water. When the container becomes full, the stopper shuts off the flow of water. Draw a block diagram for the water-filling system. Pulleys- Cord Stopper Water Water Ball Float Container Stopcock
In a given setup, distilled water flows towards the inside and goes outside of the vessel as shown in the figure. What is the rate of change of the water's mass (dm/dt) in the vessel? 3 in. Q = 0.3 ft3/sec V = 30 ft/sec Device m = 0.3 slug/sec %3D
4. The figure shows two cylinders of diameter D and 2D, connected to each other and containing an incompressible fluid. The two cylinders are filled with leak-proof pistons of weight W1 and W2 as shown. The releationship between W1 and W2 is a) W2 = W1 b) W2 = 0.5 W1 c) W2 = 5 W1 d) W2 = 0.4 W1 20 k- 5. A flat plate is sliding at aconstant velocity of 5 m/s on a large horizontal table. A thin layer of oil ( of absolute viscosity 0.4 N.s/m2) separates the plate from the table. To limit the shear stress in the oil layer to 1 kpa, the thickness of the oil film (mm) should be most nearly to a) 0.2 b) 20 c) 1.6 d) 1.85
Question 30 The minor losses in pipes is a factor usually of which head component? velocity head total head pressure head O elevation head
Castor oil (SG = 0.96) uiny Problem 9: %3D A tank whose bottom is 18 inches x 18 inches is filled with 2 in. three liquid as shown: 12 inches of carbon (SG=1.59), 4 inches of water and 2 inches of (SG=0.96). Compute the total hydrostatic psi) acting at the bottom of the tank. tetrachloride water 4 in. castor oil Carbon tetrachloride 12 in. pressure (in (SG = 1.59)
Calculate the third iteration and determine the flow through each of the pipes of the piping network. What is the flow in pipeline AE 150->>> 80 R=4 75- 48.12 O 78.15 75.86 A 69.54 E 70 R = 3.5 B R = 5 35 R = 4 R = 3.5 5 D 40 35 R = 6 →75 Figure 2
A gasoline line is connected to a pressure gauge through a double U-shaped manometer, as shown from Figure 1. a) If the gauge pressure reading is 370 kPa, determine the gauge pressure of the gasoline (kPa). b) If the gauge pressure reading is 240 kPa, determine the gauge pressure of the gasoline (kPa). c) Indicate the pressure difference between the measured pressure and the calculated pressure. Assumptions: 1 - All liquids are incompressible. 2 - The effect of the air column on the pressure is insignificant. Properties: The specific gravities (GE) or also called the relative density (DR) of the oil, mercury and gasoline are 0.79; 13.6 and 0.70; respectively. Consider the density of water ρH O = 1000 kg/m and gravity as g = 9.81 m/s². Tip: Starting with the pressure indicated by the pressure gauge and moving along the tube adding (as we go down) or subtracting (as we go up) the ρgh terms until we get to the tube of gasoline, and set the result equal to P .
tiutly futimerged Vertical Plane) Hy drostatic Thrust: Ah キo pgBo td-}) throreticat Dep th of Pressuve: h.HF Trial HI Trial HZ Trial # 3 か0 mg a10 mg l10 mg B 14 cm 1.4 cm I1.4 cm %3D 11.5 cm こし 11.5 cm し 15.5 cm 12.u em D ラ 9.8 cm 22. 8 em 22.8 cm un 8.22 143 cm d= Il.5 cm d 8.0 cm 9.& cm hs 4.5 cm 3.6 cm %3D
Tutorial #1 Fluid Properties 1. What is the specific gravity of kerosene, which has a specific weight of 7.853103 N/m?? 2. Two capillary tubes are placed vertically in an open container of water. One tube has a diameter of 2.0 mm, and the other a diameter of 1.0 inch. In which tube will the water rise higher? 3. A sliding plate viscometer, as shown below, is used to measure the viscosity of a fluid. The plate area is 0.75 ft?. A force of 1.531024 lb moves the upper plate at a velocity of 10.0 ft/s. What is the absolute viscosity? - v = 10.0 ft/s 0.50" Fluid 4. A liquid has an absolute viscosity of 2.231025 Ib-s/ft?. It weighs 45 lb/ft³. What is its kinematic viscosity? 5. A liquid has an absolute viscosity of 2.431023 N-s/m?. It weighs 7.853103 N/m³. What is its kinematic viscosity?
1. [Ch4 – 2] A hydraulic oil with the absolute viscosity of 0.09 N.s/m² and specific gravity of 0.9, is flowing in a 30-mm- diameter pipe at a velocity of 6 m/'s, detemine: a. The Reynolds number? Is the flow laminar or turbulent? b. The head loss due to friction in units of bars for a 100-m length of smooth pipe. 2. [Ch4 - 2] The kinematic viscosity of a hydraulic oil is 0.0001 m/s. If it is flowing in a 20-mm- diameter commercial steel pipe, find the friction factor for: a. The velocity of 5 m/s b. The velocity of 50 m/s
Tutorial #1 Fluid Properties 1. What is the specific gravity of kerosene, which has a specific weight of 7.853103 N/m³? 2. Two capillary tubes are placed vertically in an open container of water. One tube has a diameter of 2.0 mm, and the other a diameter of 1.0 inch. In which tube will the water rise higher? 3. A sliding plate viscometer, as shown below, is used to measure the viscosity of a fluid. The plate area is 0.75 ft². A force of 1.531024 lb moves the upper plate at a velocity of 10.0 ft/s. What is the absolute viscosity? → v = 10.0 ft/s 0.50" Fluid 4. A liquid has an absolute viscosity of 2.231025 lb-s/ft². It weighs 45 lb/ft³. What is its kinematic viscosity? 5. A liquid has an absolute viscosity of 2.431023 N-s/m². It weighs 7.853103 N/m³. What is its kinematic viscosity?
Given Problems a. Instruction: In writing your solution, make sure to follow the GRESA format. G- Given R-Required E-Equation S-Solution A-Answer Also include the free body diagram of each problem 4. For the vessel containing glycerin under pressure, calculate the total pressure at the bottom of the tank. Express your answer in terms of kPa. (A helpful hint: Combine the effect of the air pressure above the surface of the glycerin and the pressure of the glycerin) 50 kPa Glycerin m 5. If the pressure at the bottom of a tank is 15 psi, find the equivalent height of liquid that will exert that pressure given that the specific weight of the liquid is y = 9025 N/m³.