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ME-306 · Thermal Engg Lab/Quick Revision Short Notes

Thermal Engg Lab (ME-306) - Unit 5 Short Notes

UNIT 5: PERFORMANCE TESTING OF INTERNAL COMBUSTION ENGINES & EMISSIONS ANALYSIS


5.1 Introduction to Engine Performance Parameters

Core Definitions & Significance:

  • Brake Power (BP): Actual usable power output at the engine's crankshaft. Measured directly by a dynamometer.

$$BP = \frac{2\pi N T}{60} \quad (\text{in Watts}) \quad \text{or} \quad BP = \frac{W \cdot N}{60} \quad (\text{in metric HP})$$

Where: $N$ = Speed (RPM), $T$ = Torque (N-m), $W$ = Load (kgf).
  • Indicated Power (IP): Power developed inside the engine cylinder from combustion pressure. Calculated from an indicator diagram.

  • Frictional Power (FP): Power lost in overcoming friction of moving parts. $$\displaystyle FP = IP - BP $$.

  • Specific Fuel Consumption (SFC): Fuel consumed per unit power output per unit time.

    • Brake SFC (bsfc): $$\displaystyle bsfc = \frac{\dot{m}_f}{BP} $$ (kg/kWh or g/kWh)

    • Indicated SFC (isfc): $$\displaystyle isfc = \frac{\dot{m}_f}{IP} $$

  • Thermal Efficiency ($$\displaystyle \eta_{th} $$): Ratio of output power to energy input from fuel.

    • Brake Thermal Efficiency (BTE): $$\displaystyle \eta_{bth} = \frac{BP}{\dot{m}_f \cdot CV_f} $$

    • Indicated Thermal Efficiency (ITE): $$\displaystyle \eta_{ith} = \frac{IP}{\dot{m}_f \cdot CV_f} $$

  • Mechanical Efficiency ($$\displaystyle \eta_m $$): $$\displaystyle \eta_m = \frac{BP}{IP} = 1 - \frac{FP}{IP} $$

  • Volumetric Efficiency ($$\displaystyle \eta_v $$): Ratio of actual air intake to theoretical air intake (swept volume) at atmospheric conditions.

Engine Classification:

Feature Spark Ignition (SI) Compression Ignition (CI)
Fuel Petrol/ gasoline Diesel
Ignition Spark plug Self-ignition from high compression
Compression Ratio Lower (8:1 - 12:1) Higher (14:1 - 22:1)
Cycle Otto Diesel
Typical Use Passenger cars, motorcycles Trucks, buses, generators
Cycle Type 2-Stroke 4-Stroke
:--- :--- :---
Strokes/Power Stroke 2 strokes (1 rev) 4 strokes (2 revs)
Power Output Higher for same displacement Lower
Efficiency & Emissions Generally lower, higher emissions Higher, cleaner
Applications Scooters, outboard motors, some generators Most automotive & industrial engines

Purpose of Testing: To determine performance characteristics, calculate efficiencies, diagnose issues, and ensure compliance with standards.

[!TIP] Exam Focus: Be prepared to define all parameters and derive relationships like $$\displaystyle FP = IP - BP $$. Know the key differences between SI and CI engines.


5.2 Experimental Setup and Apparatus

A. Dynamometers (Absorption Type):

Type Principle Advantages Disadvantages
Hydraulic (Prony Brake) Friction between brake bands & pulley Simple, cheap, high torque at low speed Low accuracy, high heat loss, needs water cooling
Hydraulic (Torque Meter) Reaction force on stator due to rotor torque Accurate, continuous reading Expensive, maintenance
Eddy Current Magnetic drag force on conductive rotor Smooth control, high speed capability Requires water cooling, expensive
DC Generator Electrical load on generator Power can be utilized, accurate Requires electrical load bank, commutation issues

B. Fuel Consumption Measurement:

  • Burette Method: Measures volume of fuel consumed in a timed interval. $$\displaystyle \dot{V}_f = \frac{\text{Volume (ml)}}{\text{Time (s)}} $$. Needs density to get mass flow.

  • Weighing Scale Method: More accurate. Measures mass of fuel consumed in a timed interval. $$\displaystyle \dot{m}_f = \frac{\Delta m}{\Delta t} $$.

C. Air Intake Measurement:

  • Orifice Meter with U-tube Manometer: Measures differential pressure ($\Delta h$) across an orifice plate.

$$\dot{m}_a = C_d A_o \sqrt{\frac{2 \rho_a \Delta P}{(1 - \beta^4)}} \quad \text{or from manometer: } \Delta P = \rho_w g \Delta h$$

Where $$\displaystyle C_d $$ = discharge coefficient, $$\displaystyle A_o $$ = orifice area, $\beta$ = diameter ratio.

D. Temperature & Pressure:

  • Temperatures: Thermocouples (exhaust gas), RTDs (cooling water, lube oil).

  • Pressures: Pressure gauges (lube oil), Indicator Diagram (cylinder pressure vs. crank angle using mechanical/electronic indicator), fuel injection pressure gauge.

E. Exhaust Gas Analyzers:

Pollutant Analyzer Type Measurement Principle
CO, CO₂ Non-Dispersive Infrared (NDIR) Absorption of IR radiation at specific wavelengths
Unburned HC Flame Ionization Detector (FID) Ionization of carbon in hydrogen flame
NOx Chemiluminescence Light emission from NO + O₃ reaction
O₂ Zirconia (Lambda) Sensor Voltage generated from O₂ concentration difference

F. Data Acquisition System (DAS): Collects analog signals (from thermocouples, pressure transducers) and converts to digital for display/storage.

[!TIP] Common Pitfall: Remember the orifice meter formula uses air density $$\displaystyle \rho_a $$ and differential pressure $\Delta P$ (from manometer reading $\Delta h$). Ensure units are consistent (SI preferred).


5.3 Standard Engine Performance Experiments

5.3.1 Load Variation Test (Full Load to No Load)
  • Aim: Determine BP, Torque, SFC, $$\displaystyle \eta_{bth} $$ vs. load at constant speed.

  • Procedure: Start engine, warm up. Apply load incrementally (0%, 25%, 50%, 75%, 100% of rated). At each step, wait for steady-state and record: Load (kg), Speed (RPM), Fuel consumption (ml/time), Temp (water in/out, exhaust), Pressure (if any).

  • Key Calculations:

    • Torque $$\displaystyle T = \frac{W \cdot g \cdot r}{1000} $$ (N-m) [W in kg, r = brake arm radius in m]

    • BP from formula in 5.1.

    • $$\displaystyle \dot{m}_f = \frac{\text{Volume} \times \rho_f}{\text{Time}} $$ (kg/s)

    • $$\displaystyle bsfc = \frac{\dot{m}_f}{BP} $$ (kg/kWh)

    • $$\displaystyle \eta_{bth} = \frac{BP}{\dot{m}_f \cdot CV_f} $$

  • Graphs: BP vs Load, Torque vs Load, bsfc vs Load, $$\displaystyle \eta_{bth} $$ vs Load.

  • Precautions: Ensure steady-state before reading. Adequate cooling water flow. Ventilation for exhaust fumes.

5.3.2 Morse Test (Multi-Cylinder Engines)
  • Aim: Find individual cylinder IP and overall $$\displaystyle \eta_m $$.

  • Theory: By cutting off one cylinder's fuel supply and noting the BP drop while maintaining constant speed with remaining cylinders.

  • Procedure:

    1. All cylinders firing: Note $$\displaystyle BP_{total} $$ at constant speed $N$.

    2. Cut off cylinder 1, adjust load to keep speed $N$ constant. Note $$\displaystyle BP_{rest} $$.

    3. Repeat for each cylinder.

  • Calculations (for n-cylinder engine):

    • IP of cut-off cylinder $i$: $$\displaystyle IP_i = BP_{total} - BP_{rest(i)} $$

    • Total IP: $$\displaystyle IP_{total} = \frac{n}{n-1} \left[ BP_{total} - \frac{1}{n} \sum_{i=1}^{n} BP_{rest(i)} \right] $$

    • $$\displaystyle \eta_m = \frac{BP_{total}}{IP_{total}} $$

[!TIP] Morse Test Formula: The factor $$\displaystyle \frac{n}{n-1} $$ accounts for the fact that when one cylinder is cut, the remaining (n-1) cylinders take up the load. Memorize the IP_total formula.

5.3.3 Heat Balance Sheet
  • Aim: Account for all input fuel energy.

  • Energy Input: $$\displaystyle Q_{in} = \dot{m}_f \cdot CV_f $$ (W or kJ/s)

  • Energy Outputs (at full load):

    1. Useful Work: $BP$ (or $IP$ if available)

    2. Cooling Water Loss: $$\displaystyle Q_{cool} = \dot{m}_w \cdot C_{pw} \cdot (T_{wo} - T_{wi}) $$

    3. Exhaust Gas Loss: $$\displaystyle Q_{ex} = \dot{m}_{ex} \cdot C_{pex} \cdot (T_{ex} - T_{amb}) $$ (approx using avg $$\displaystyle C_p $$)

    4. Radiation & Unaccounted: $$\displaystyle Q_{rad} = Q_{in} - (BP + Q_{cool} + Q_{ex}) $$ (usually 5-10%)

  • Verification: $$\displaystyle \% \text{Error} = \frac{Q_{in} - \sum Q_{out}}{Q_{in}} \times 100\% $$. Should be < 10%.

5.3.4 Variable Speed Performance Test (Governor Characteristics)
  • Aim: Study effect of speed on performance.

  • Procedure: Fix load (or fix throttle). Vary engine speed (using governor/fuel control) and record parameters at each speed.

  • Graphs:

    • Torque vs Speed: Shows maximum torque and speed range.

    • Power vs Speed (at constant throttle): Shows peak power and rated speed.

    • bsfc vs Speed: Shows speed for best efficiency.

  • Analysis: Governor droop = $$\displaystyle \frac{\Delta N}{N_{full}} $$ for full load change.

5.3.5 Exhaust Emissions Testing
  • Aim: Measure CO, HC, NOx concentrations under different conditions.

  • Procedure: Warm engine. Sample exhaust gas (after muffler for chassis dyno, before for engine dyno). Record ppm/% from analyzers at various loads/speeds. Measure exhaust flow rate or calculate from air/fuel ratio.

  • Calculations:

    • Mass Emission Rate: $$\displaystyle \dot{m}_{pollutant} = \frac{C \cdot \dot{V}_{ex} \cdot \rho_{ex}}{10^6} $$ (g/h) [C in ppm, $$\displaystyle \dot{V}_{ex} $$ in m³/h]

    • Specific Emission: $$\displaystyle SE = \frac{\dot{m}_{pollutant}}{BP} $$ (g/kWh)

  • Trends: NOx ↑ with load & temperature; CO & HC ↓ with load (better combustion); HC ↑ at very low load.

[!TIP] Emissions: Always convert ppm to g/kWh using exhaust flow rate. Remember: $$\displaystyle 1\% = 10,000 $$ ppm. Use dry exhaust gas corrections if specified.


5.4 Data Analysis, Reporting, and Error Estimation

  • Tabulation: Use structured tables with units, clear headings.

  • Graphs: Plot all characteristic curves with labeled axes, units, and legend.

  • Error Sources:

    • Instrument precision (least count).

    • Parallax in analog readings.

    • Heat losses to surroundings (unaccounted in heat balance).

    • Incomplete steady-state.

    • Inaccurate fuel/air measurement (density, temperature).

    • Calibration drift in sensors.

  • Error Propagation: For $$\displaystyle Z = f(x, y, ...) $$, $$\displaystyle \frac{\Delta Z}{Z} = \sqrt{ \left( \frac{\partial Z}{\partial x} \frac{\Delta x}{Z} \right)^2 + ... } $$. Often simplified for lab reports.

  • Lab Report Structure: Aim, Apparatus, Theory, Procedure, Observations (raw), Calculations (sample), Graphs, Results (tabulated), Discussion (compare trends, explain anomalies), Conclusion, Error Analysis, Suggestions.


5.5 Safety Protocols in Engine Testing

  • PPE: Safety shoes, gloves (heat/chemical resistant), goggles/face shield, ear plugs/defenders.

  • Ventilation: Exhaust extraction system (fume hood) MUST be ON. Ensure lab air changes.

  • Fire: CO₂ & dry powder extinguishers nearby. No smoking/open flames. Fuel spills cleaned immediately.

  • Electrical: Proper grounding of dynamometer/DAS. Check insulation.

  • Engine: Secure mounting on test bed. Rotating parts must be guarded. Emergency stop button accessible.

  • Hot Components: Use heat-resistant gloves for exhaust, manifold, coolant lines. Allow cooling before inspection.

  • First Aid: Eye wash station, safety shower. Know procedure for fuel ingestion/inhalation/burns.


5.6 Advanced Topics and Applications

  • Gas Turbine Testing: Similar parameters (BP, thermal efficiency), but includes compressor work. Net power = Turbine power - Compressor power.

  • Alternative Fuels: Compare performance of biodiesel (higher BSFC, lower emissions), ethanol (higher octane, lower energy density), CNG/LPG (lean burn possible, lower CO/HC, may need tuning).

  • Forced Induction: Turbocharging/supercharging increases air mass → more power, but increases NOx due to higher combustion temperature. May increase BSFC at high load.

  • On-Board Diagnostics (OBD): Reading sensor data (O₂, MAP, MAF, coolant temp) and Diagnostic Trouble Codes (DTCs) via scan tool to diagnose emission-related faults.

  • Engine Mapping: 3D contour plots of torque, BSFC, NOx, etc. vs. engine speed and load (or manifold pressure). Used by ECU for fuel injection and ignition timing maps.

  • Combustion Analysis: Using cylinder pressure transducer and crank angle encoder to calculate: heat release rate, $P-\theta$ diagram, combustion duration, coefficient of variation (COV) of IMEP.

[!TIP] Advanced Topics: Understand the qualitative impact of turbocharging (↑power, ↑NOx, ↓BSFC at high load) and alternative fuels (e.g., biodiesel → ↑BSFC, ↓CO/HC/PM). Know OBD monitors (e.g., Oxygen Sensor, Catalyst, EVAP).

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