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Lecture 3

The document discusses gas power cycles, specifically focusing on the Otto and Diesel cycles as ideal models for spark-ignition and compression-ignition engines, respectively. It highlights the thermal efficiency of these cycles, the impact of compression ratios, and the assumptions made for analysis. Additionally, it introduces the dual cycle as a more realistic model for modern diesel engines.

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0% found this document useful (0 votes)
22 views14 pages

Lecture 3

The document discusses gas power cycles, specifically focusing on the Otto and Diesel cycles as ideal models for spark-ignition and compression-ignition engines, respectively. It highlights the thermal efficiency of these cycles, the impact of compression ratios, and the assumptions made for analysis. Additionally, it introduces the dual cycle as a more realistic model for modern diesel engines.

Uploaded by

shashwatmaths
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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Energy Conversion Systems

(ME341)
Date: 24th January 2024

Lecture-3
Gas Power Cycles

IIT (BHU), Varanasi

Dr. Akhilendra Pratap Singh


Department of Mechanical Engineering
IIT (BHU), Varanasi, India
Email: akhilendra.mec@itbhu.ac.in
Introduction of Power Cycle
A cycle during which a net amount of work is produced is called a power cycle, and a
power cycle during which the working fluid remains a gas throughout the cycle, is called a
gas power cycle.
The most efficient cycle operating between a heat source at temperature TH and a sink at
temperature TL is the Carnot cycle, and its thermal efficiency is given by,

The actual gas cycles are rather complex. The approximations used to simplify the analysis
are known as the air-standard assumptions.
Under these assumptions, all the processes are assumed to be internally reversible; the
working fluid is assumed to be air, which behaves as an ideal gas; and the combustion
and exhaust processes are replaced by heat-addition and heat-rejection processes,
respectively.
Cold-air-standard assumptions???

Energy Conversion Systems (ME341)


Otto Cycle: The Ideal Cycle for Spark-ignition Engines

The actual cycle does not have the sharp transitions between the different processes that
the ideal cycle has

Energy Conversion Systems (ME341)


Analysis of Otto Cycle

In SI engines, the
compression ratio is
limited by auto ignition
or engine knock.

Thermal efficiency of the ideal Otto cycle The thermal efficiency of the Otto cycle increases
as a function of compression ratio (k = 1.4) with the specific heat ratio k of the working fluid

Energy Conversion Systems (ME341)


Factors Affecting Work per Cycle
The net cycle work of an engine can be increased by either:
 Increasing the r (1’2) Or (2’3’)
 Increase Qin (23”)

3’’
P 3’
3
4’’
Qin 4
Wcycle
4’
2’ 2

r= V1/V2 1
1’

V2 V1

Energy Conversion Systems (ME341)


Diesel Cycle: The Ideal Cycle for CI Engines
In diesel engines, only air is compressed during the compression stroke,
eliminating the possibility of auto-ignition (engine knock).
Diesel engines can be designed to operate at much higher compression
ratios than SI engines, typically between 12 and 24.

In diesel engines, the spark plug is replaced by a fuel injector.


Energy Conversion Systems (ME341)
Working of Compression Ignition Engine (Diesel Cycle)

Energy Conversion Systems (ME341)


Early CI Engine Cycle vs. Diesel Cycle
FUEL Fuel injected
A
at TC
I
R

Fuel/Air
Mixture Combustion
Actual Cycle Products

Intake Compression Power Exhaust


Stroke Stroke Stroke Stroke

Qin Qout

Air
Diesel Cycle TC

BC

Compression Const pressure Expansion Const volume


Process heat addition Process heat rejection
Process Process

Energy Conversion Systems (ME341)


Compression Ignition Engine (Diesel Cycle)

1-2: isentropic compression


2-3: constant-volume heat addition
3-4: isentropic expansion
4-1: constant-volume heat rejection.

Energy Conversion Systems (ME341)


k 1
T2  V1 
 r  orT2  T1 r 
k 1 k 1
  
T1  V2  Cut-off ratio
T3  v3  T3
     rc
T2  v2  T2
k 1
T3  V4  T4
     (rc ) k
T4  V3  T1 for the same compression ratio
Energy Conversion Systems (ME341)
Analysis of Diesel Cycle

For higher efficiency of diesel engine, cutoff


ratio should be low.

rc is called the cutoff ratio, defined


as V3/V2, and is a measure of the
duration of the heat addition at
constant pressure.

Thermal efficiency of the ideal


Diesel cycle as a function of
compression and cutoff ratios
(k=1.4).

Energy Conversion Systems (ME341)


Main Injection
Dual Cycle
Pilot
Injection

Conventional Diesel Modern Diesel Engines


Engines with Main with Pilot and Main
Dual cycle: A more Injection Injections
realistic ideal cycle
model for modern,
high-speed
compression
ignition engine.

Pilot Main
Injection Injection

Energy Conversion Systems (ME341)


For the same inlet conditions P1, V1 For the same inlet conditions P1, V1
and the same compression ratio P2/P1 and the same peak pressure P3

Otto   Dual   Diesel  Diesel   Dual   otto

Energy Conversion Systems (ME341)


Energy Conversion Systems (ME341)

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