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Questions and Answers
According to Bernoulli's theorem, what condition must be met for the total energy at two sections of a flow field to remain the same?
According to Bernoulli's theorem, what condition must be met for the total energy at two sections of a flow field to remain the same?
- The fluid must be compressible.
- Energy must be added between the two sections.
- The flow must be steady with no energy loss or gain. (correct)
- The flow must be turbulent.
In the context of fluid mechanics, what does the pressure head represent?
In the context of fluid mechanics, what does the pressure head represent?
- Pressure energy per unit weight of fluid (correct)
- Total energy of the fluid
- Kinetic energy per unit volume of fluid
- Potential energy per unit mass of fluid
In a Venturimeter or Orificemeter, why is there a reduction in pressure at the constriction?
In a Venturimeter or Orificemeter, why is there a reduction in pressure at the constriction?
- Due to a decrease in the flow rate
- Due to an increase in velocity and kinetic energy (correct)
- Due to an increase in fluid density
- Due to a decrease in kinetic energy
What factor is accounted for by the coefficient of discharge ($C_d$) in flow measurement devices like Venturimeters and Orificemeters?
What factor is accounted for by the coefficient of discharge ($C_d$) in flow measurement devices like Venturimeters and Orificemeters?
In a pipe fitting, what causes minor losses?
In a pipe fitting, what causes minor losses?
In fluid dynamics, what is the primary reason for 'minor losses' in pipe systems?
In fluid dynamics, what is the primary reason for 'minor losses' in pipe systems?
In the context of fluid mechanics, what does priming a pump refer to?
In the context of fluid mechanics, what does priming a pump refer to?
What is the significance of measuring both suction head and discharge head in a reciprocating pump?
What is the significance of measuring both suction head and discharge head in a reciprocating pump?
In sedimentation studies, what does the height of the liquid-solid interface as a function of time indicate?
In sedimentation studies, what does the height of the liquid-solid interface as a function of time indicate?
Why is it important to keep a viscometer meticulously clean?
Why is it important to keep a viscometer meticulously clean?
What is the principle behind how an Ostwald viscometer determines a fluid's viscosity?
What is the principle behind how an Ostwald viscometer determines a fluid's viscosity?
How is the discharge calculated in the Venturimeter and Orificemeter experiment?
How is the discharge calculated in the Venturimeter and Orificemeter experiment?
Considering Bernoulli's equation, how does an increase in the velocity of a fluid affect its pressure, assuming constant elevation?
Considering Bernoulli's equation, how does an increase in the velocity of a fluid affect its pressure, assuming constant elevation?
When dealing with losses in pipe fittings, what is the role of the loss coefficient, $K_L$?
When dealing with losses in pipe fittings, what is the role of the loss coefficient, $K_L$?
While performing the experiment of losses due to the pipe fittings: sudden enlargement & contraction, what will happen if the Delivery line and By-Pass line valves are fully closed simultaneously?
While performing the experiment of losses due to the pipe fittings: sudden enlargement & contraction, what will happen if the Delivery line and By-Pass line valves are fully closed simultaneously?
During a sedimentation experiment, if you observe that the light is not turning ON, what is the first thing you should check?
During a sedimentation experiment, if you observe that the light is not turning ON, what is the first thing you should check?
Suppose a fluid has a high viscosity. In what way is the high viscosity characterized?
Suppose a fluid has a high viscosity. In what way is the high viscosity characterized?
In the context of fluid mechanics and the experiments described, what is the definition of 'Total Energy Line'?
In the context of fluid mechanics and the experiments described, what is the definition of 'Total Energy Line'?
In the 'Losses Due to Pipe Fittings' experiment, what physical principle directly relates to the measurement of pressure loss across different fittings?
In the 'Losses Due to Pipe Fittings' experiment, what physical principle directly relates to the measurement of pressure loss across different fittings?
What is the importance of the suction stroke of the reciprocating pump?
What is the importance of the suction stroke of the reciprocating pump?
In the context of a sedimentation process, what is the significance of a 'clear liquid zone'?
In the context of a sedimentation process, what is the significance of a 'clear liquid zone'?
Using the Ostwald viscometer practically, what steps should be taken?
Using the Ostwald viscometer practically, what steps should be taken?
In the equation for discharge (Q) in fluid mechanics, which variable directly represents the volume of water collected during a measurement?
In the equation for discharge (Q) in fluid mechanics, which variable directly represents the volume of water collected during a measurement?
What is the effect of small particle size on the rate of sedimentation?
What is the effect of small particle size on the rate of sedimentation?
What is indicated to the experimenter, if during experiment of Ostwald viscometer, air bubbles are present?
What is indicated to the experimenter, if during experiment of Ostwald viscometer, air bubbles are present?
Flashcards
Bernoulli's Theorem
Bernoulli's Theorem
States that the total energy remains the same at two sections of a flow field, assuming no energy loss or gain between the sections and steady flow.
Pressure head
Pressure head
Pressure energy per unit weight of fluid.
Kinetic head
Kinetic head
Kinetic energy per unit weight of fluid.
Potential head
Potential head
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Venturimeter
Venturimeter
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Orificemeter
Orificemeter
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Ostwald viscometer
Ostwald viscometer
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Viscosity
Viscosity
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Minor losses in pipe lines
Minor losses in pipe lines
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Sedimentation
Sedimentation
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Reciprocating pump
Reciprocating pump
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Study Notes
- Lab 1: Bernoulli's Theorem
- The objective is to experimentally verify Bernoulli's equation and plot the total energy line versus distance.
- The theory is based on the law of conservation of energy, stating that the total energy remains constant between two sections of a flow field, provided there is no energy loss or gain and the flow is steady.
Energy Equation
- The energy equation is expressed as:
- E = (P/ρg) + (V²/2g) + Z
- E represents the total energy.
- P/ρg represents the pressure energy per unit weight of fluid or pressure head.
- V²/2g represents the kinetic energy per unit weight.
- Z represents the potential energy per unit weight.
Experimental Setup
- The experimental setup is a self-contained recirculating unit that includes:
- A sump tank
- A constant head tank
- A centrifugal pump for water lifting
- A measuring tank
- Control valves and a bypass valve to regulate water flow
- A Perspex conduit with varying cross-sections (converging and diverging sections)
- Piezometer tubes fitted at regular intervals on the test section
- Conduit connects to a constant head tank at the inlet
- Valve regulates water flow through the test section at the outlet
- Discharge is measured using the measuring tank and a stopwatch once steady state is achieved.
Required Utilities
- Utilities required include:
- A single-phase power supply of 220 Volts, 50 Hz, 5 Amp with earth connection
- Water supply
- Space of 1.6 m × 0.5 m
- Drain
Starting Procedure
- Apparatus must be cleaned, removing dust from all tanks
- All provided drain valves must be closed.
- Fill sump tank with clean water, ensuring there are no foreign particles.
- Flow control valve at the end of the Test Section should be closed.
- The Flow Control Valve and By-Pass Valve on the water supply line to Overhead Tank should be opened.
- All panel switches must be in the OFF position
- Switch the Main Power Supply on, making sure it is 220 V AC, 50 Hz
Operational Procedures
- Turn on the pump.
- Regulate water flow through the test section using the Gate Valve at the end of the Test Section.
- Measure the flow rate with the measuring tank and stopwatch.
- Velocity is calculated as V = Q/a.
- Discharge is calculated as Q = v/t = (A x R)/t
Standard Data
- Acceleration due to gravity (G) = 9.81 m/s²
- Area of the Measuring Tank (A) = 0.1 m²
Formulas
- Total Energy (E) is calculated as E = (P/ρg) + (V²/2g) + Z
Closing Procedures
- Turn off the pump when the experiment is completed.
- Switch off the power supply to the panel.
- All tanks should be drained using the drain valves.
Precautions and Maintenance
- Do not run the pump at low voltage (less than 180 volts).
- Do not fully close the Delivery line and By-Pass line valves simultaneously.
- Ensure the apparatus is kept free from dust.
- To prevent clogging, run the pump at least once every two weeks.
- Grease or oil the rotating parts once every three months.
- Always use clean water.
- If the apparatus remains unused for over a month, drain it completely and fill the pump with cutting oil.
Troubleshooting
- Open the back cover and manually rotate the shaft if the pump gets jammed.
- Switch off the main power for 15 minutes if the pump overheats, avoiding simultaneous closure of the flow control valve and bypass valve during operation.
Lab 2: Venturimeter and Orificemeter
Aim
- To demonstrate the application of Venturimeter and Orificemeter as flow meters.
- To determine the Coefficient of Discharge, Cd.
Theory
- A constriction in a closed channel results in increased velocity and kinetic energy, and a corresponding reduction in pressure, as described by Bernoulli's Theorem
- Rate of discharge can be calculated using pressure reduction, area available for flow, fluid density, and the Coefficient of discharge (Cd), which accounts for stream contraction and frictional effects.
Venturimeter
- Consists of:
- An inlet section
- A convergent cone
- A cylindrical throat
- A gradually divergent cone
- Inlet solution has the same diameter as that of pipe, followed by a convergent cone
- Convergent cone tapers from the original pipe size to the throat
- The throat is a short, parallel-sided tube with a smaller cross-sectional area than the pipe
- The divergent cone gradually increases from the throat size back to the original pipe size
- Pressure taps are provided at the inlet section and the throat
Orificemeter
- Consists of a flat circular plate with a concentric circular hole (orifice) in the pipe's axis.
Description of Apparatus
- Contains a Venturimeter and an Orificemeter fitted in a pipeline
- Pipeline is connected to a common inlet
- Separate control valves downstream regulate the flow through each device independently
- Pressure tapings from the inlet and throat of the Venturimeter, and inlet and outlet of the Orificemeter, connect to a differential manometer
- Discharge is measured using a measuring tank and a stopwatch
Required Utilities
- Power supply: Single Phase, 220 Volts, 50 Hz, 5 Amp with Earth
- Water Supply
- Drain
- Space required: 1.6 m × 0.6 m
Experimental Procedure (Starting)
- Clean the apparatus to remove dust in all tanks
- Close the drain valves
- Fill the sump tank with clean water, ensuring there are no foreign particles
- Close all Flow Control Valves on the waterline and open the By-Pass Valve.
- Check and adjust the mercury level in the manometer tube to be approximately half-full.
- Close all Pressure Taps of Manometer connected to the Venturimeter & Orificemeter
- Ensure the On/Off Switch on the Panel is in the OFF position
- Switch on the Main Power Supply (220 Volts AC, 50 Hz)
- Switch on the Pump
Experimental Procedure (Operational)
- Regulate water flow using the Flow Control Valves for the desired test section
- Slowly open the Pressure Taps of the Manometer for the related Test section to avoid pressure shocks to the manometer fluid
- Slowly open the air release Valve on the Manometer to release any air within; close these valves once air is purged.
- Adjust water flow rate in the selected section using the Air Control valves
- Record the Manometer reading
- Measure water flow discharged through the test section using the Stop Watch and Measuring Tank
- Steps 10 to 16 are repeated for different water flow rates by operating the Control Valve and By-Pass valve
- For alternative desired test section: open the By-Pass valve fully, then close the flow control valve of the current or running test section and open the Control Valve of the next test section
Closing Procedure
- Close all Manometers Pressure Taps first when the experiment has been completed
- Switch off the Pump, and the Power Supply to the Panel
Standard Data
- Area of measuring tank (A) = 0.1 m²
- Specific gravity of Hg (s) = 13.6
- Acceleration due to Gravity (g) = 9.81 m/s²
Formulas
- Refer to the original document for diagrams and formulas
Precautions and Maintenance
- Never run the pump at low voltage (i.e. less than 180 Volts).
- Never fully close the Delivery line and By-Pass line Valves simultaneously.
- Always keep apparatus free from dust.
- Run the pump at least once every two weeks to prevent clogging.
- Grease/ Oil the rotating parts frequently, once in every three months
- Always use clean water.
- If the apparatus will not be in use for more than one month, drain it completely and fill the pump with cutting oil.
Troubleshooting
- Manually rotate the shaft by opening the back cover of the pump, if it gets jammed
- Switch off main power for 15 minutes, avoiding closing the flow control valve and bypass valve simultaneously if getting heated.
Lab 3: Losses Due to Pipe Fittings, Sudden Enlargement & Contraction
- The objective is to determine head loss in fittings at various water flow rates and determine the loss coefficient for pipe fittings.
- Head loss from changes in cross-section, bends, elbows, valves, etc., are minor losses in pipe lines. In shorter pipelines their consideration is necessary for correct estimate of losses.
Loss Formulas
- Minor losses in contraction: hL = KL * (V²/2g)
- Minor losses in enlargement: hL = (V1 - V2)² / 2g
- hL = minor loss or head loss
- KL = Loss coefficient
- V1 = velocity of fluid in pipe of small diameter
- V2 = velocity of fluid in pipe of large diameter
Apparatus Description
- The apparatus includes a ½” bend and elbow, sudden expansion from ½” to 1”, sudden contraction from 1” to ½”, ball valve & gate valve.
- Pressure tappings are provided at inlet and outlet of these fittings.
- A differential manometer provides pressure loss readings due to fittings.
- A centrifugal pump supplies water from a sump tank to the pipeline.
- A control valve and bypass valve regulate the flow of water, and discharge is measured using a measuring tank and stopwatch.
Required Utilities:
- Power supply: Single Phase, 220 Volts, 50 Hz, 5 Amp with Earth
- Water Supply
- Drain
- Required space: 1.6 m × 0.6 m
Experimental Procedure (Starting)
- Clean the apparatus and make all tanks free from dust.
- Close the drain valves.
- Fill sump tank with clean water, ensuring that no foreign particles are present.
- Close all Flow Control Valves and open the By-Pass Valve.
- Check the mercury level in the manometer tube and ensure that the On/Off Switch given on the panel is at OFF position
- Switch on the Main Power Supply (220 Volts AC, 50 Hz) and the pump
Experimental Procedure (Operational)
- Operate the Flow Control Valve to regulate flow in desired test section
- Slowly open the Pressure Taps on the Manometer, and air release valves
- Adjust water flow rate in desired section
- Record the Manometer reading.
- Measure the flow of water using Stop Watch and Measuring Tank, and repeat the procedure for different flow rates of water, controlling with the By-Pass valve..
Closing Procedure
- Close all Manometers Pressure Taps first
- Switch off the pump and power supply,
Standard Data
- A = 0.1 m², s = 13.6, g = 9.81 m/s²
- d1 = 0.016 m , d2 = 0.028 m
- a1 = 2.0106 × 10⁻⁴ m², a2 = 6.154 × 10⁻⁴ m²
- 𝚫h = 12.6 × h
Formulae
- hL = KL (V²/2g)
- Refer to document for the rest
Maintenance and Precautions
- Low voltage, never close Delivery line and By-Pass line Valves concurrently, keep clean.
- Prevent clogging, Grease three monthly.
- Always use clean water and drain the machine completely and fill pump with cutting oil if it is unused for a month or more.
Troubleshooting
- Free jammed pumps manually.
- For hot issues, close bypass, switch off, wait 15.
Lab 4: Sedimentation Studies Apparatus
- Objective is to study the batch sedimentation process and to determine effects of initial concentration and initial-suspension height as it relates to sedimentation rates.
- Sedimentation is the process of letting suspended material settle by gravity
- It decreases the velocity of the treated water to a point below which the particle will no longer remain in suspension.
- Colloidal material, small particles cannot settle without coagulation
- Particle shape also effects settling characteristics.
- It is divided into clear zone, partial dense, and dense zones, with the earlier mentioned increasing and then decreasing.
- The shape of the particle also effects its settling characteristics.
- The present experiment involves recording height vs time to plot a graph show various effects.
Setup
- The apparatus consist of 5 borosilicate glass cylinders, a vertical back-panel with back lighting and measuring scales for each of the cylinders.
Required Utilities:
- Electricity Supply requirements
- Weighing Balance: Capacity 2 kg
- Required Chemicals: CaCO3: 2 kg
Experimental Procedure:
- Prepare 5 slurry solutions measuring certain masses of calcium carbonate in water.
- Note the initial height, attach electric supply, switch on light and,
- Manually stir one solution at a time and start the time and,
- Record at 2-5 minute intervals and record the final data.
- Repeat.
Closing Procedure
- Switch off lights, power and clean the cylinders.
Maintenance and Precautions
- Keep dust free, and always drain cylinders after use.
Troubleshooting
- If there are issues, check that the power supply.
Lab 5: Reciprocating Pump Test Rig
General
- Reciprocating pump transfers external mechanical energy into a flowing liquid.
- Positive displacement, liquid is displaced/pushed, drawn from sump, emptied.
- Motion via crank etc, and cylinder stroke moves backwards and forwards.
Cycles
- Plunger stroke creates vacuums on the suction stroke, atmospheric pressure pushes more fluid in. On return, delivery valve opens and pressure forces the fluid into the delivery pipe.
- Double, gives continuity, greater uniformity of flow on the system.
Calculations
- Input is derived via energy meter impulses, compared against time, with a kW/h derivation
- The rps curve is given. Output power is input multiplied by efficiency, and expressed via pgHQ, with constants. Eff % = Water Power over Input power.
Procedure
- Fill, note collecting tank, ensure priming
- Adjust flow control valve for discharge, allowing conditions to steady before the next rate
- Record discharge, suction, etc, reduce flow
- Continue reduction in stages alongside the method
Lab 6: Ostwald's Viscometer
- Determining liquid viscosity relative to methanol.
- Liquid viscosity is the resistance to flow
- Ostwald viscometry measures the fluid as it touches layers
- The measurement is the ratio of absolute fluid viscosity with a specific temperature
Viscosity
- It is applied stress to the rate of straining, a per centimetre value.
- Poiseuielle's Law with laminar:
- Q = v/t = 𝚫P𝜋r⁴ / 8µL
Standard Values
- Test, distilled water, beaker + equipment and pippet
- Clean and ethanol dry everything before
- Specific levels, immerse in water. Measure values to mark, experiment, then record.
- Repeat and average, experiment to other liquid. Formula example values are also mentioned. (Specific values within, note.)
- It is important that equipment stay clean, and made the proper standard. There need be no air bubble when handling.
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