MECH2360 Dynamics: Analysis & Report on BMW E30 'Super Eta' Engine
VerifiedAdded on 2023/03/30
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AI Summary
This report provides a comprehensive analysis of the BMW E30 'Super Eta' engine, a popular performance upgrade involving the M20 engine. The analysis covers the engine's design, focusing on its fuel efficiency and limitations in terms of power. The report delves into the kinematics and dynamics of the engine, examining parameters such as piston velocity, acceleration, and forces acting on the crank mechanism. Assumptions and limitations are clearly stated, and engineering calculations are performed to determine the impact of connecting rod length on piston and cylinder wall loading, gudgeon pin forces, and velocity-acceleration dependence. The report also considers the engine's RPM in comparison to the original 'eta' engine. Ultimately, the report provides recommendations based on the analysis, offering valuable insights for engine developers and builders looking to optimize the performance of the BMW E30 engine. Desklib offers a variety of solved assignments and past papers for students.

6/5/2019
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INTRODUCTION
The BMW E30 is a modern car developed to ensure proper transport and safety while at high
speeds. The performance upgrade is based on the stroker version of the M20 with a 6-part
engine. There are many original components where the vehicle’s capacity at 2 liter to 2.7 liter.
The vehicle’s engine is built on the oil crisis period in the early years with a focus on fuel
efficiency. The vehicle provides high torque engine with efficient levels of general driving. The
vehicle needs a higher revving and large capacity engine that provides more power. The M20,
like the M10, is fairly well tuned from the factory. There is not a lot of hidden horsepower just
waiting for you to tease out. There are a few things that can be done to make the engine run
better and make a little more power, on the order of 5 to 10 percent at the wheels.
A good-running, stock M20B25 can put out up to 145 or so horse power at the rear wheels,
depending on many factors. The best thing to do is to reduce the intake restriction by replacing
the air box with a cone filter and heat shield for a small increase in airflow and power. For even
more gains you can swap out the air/fuel meter (AFM) for a larger one from a 535 or 735 with
the 3.5-liter engine. You may have to swap circuit boards from your AFM to get the idle to
smooth out.
The M20 Stroker is based on the crank centerline,
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The BMW E30 is a modern car developed to ensure proper transport and safety while at high
speeds. The performance upgrade is based on the stroker version of the M20 with a 6-part
engine. There are many original components where the vehicle’s capacity at 2 liter to 2.7 liter.
The vehicle’s engine is built on the oil crisis period in the early years with a focus on fuel
efficiency. The vehicle provides high torque engine with efficient levels of general driving. The
vehicle needs a higher revving and large capacity engine that provides more power. The M20,
like the M10, is fairly well tuned from the factory. There is not a lot of hidden horsepower just
waiting for you to tease out. There are a few things that can be done to make the engine run
better and make a little more power, on the order of 5 to 10 percent at the wheels.
A good-running, stock M20B25 can put out up to 145 or so horse power at the rear wheels,
depending on many factors. The best thing to do is to reduce the intake restriction by replacing
the air box with a cone filter and heat shield for a small increase in airflow and power. For even
more gains you can swap out the air/fuel meter (AFM) for a larger one from a 535 or 735 with
the 3.5-liter engine. You may have to swap circuit boards from your AFM to get the idle to
smooth out.
The M20 Stroker is based on the crank centerline,
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The relevant parameters for the M20 stroker are as follows,
The piston is the cylindrical piece of metal that rides up and down the inside of the cylinder. The
piston rings provide the sliding seal between the outer edge of the piston and the inner section.
The piston rings function to prevent the fuel/air mixture such that the exhaust in the combustion
chamber from the leaking obtains the compression and combustion. They keep oil in the sumps
PAGE \* MERGEFORMAT 17
The piston is the cylindrical piece of metal that rides up and down the inside of the cylinder. The
piston rings provide the sliding seal between the outer edge of the piston and the inner section.
The piston rings function to prevent the fuel/air mixture such that the exhaust in the combustion
chamber from the leaking obtains the compression and combustion. They keep oil in the sumps
PAGE \* MERGEFORMAT 17

so as to make sure that there is no leakage into the combustion area where the oil may be burnt
and lost. The connecting rod, on the other hand, connects the piston to the crankshaft. It can
rotate at both ends such that the angle can change so as to move the piston while the crankshaft
rotates. The crankshaft is the section that controls the piston movement. It moves the piston up
and down into circular motion as on the crank. The piston can be divided up into the following
distinct areas: crown, ring zone, body or skirt and gudgeon pin bushings. The piston crown can
be fiat or slightly convex or concave. On high-performance engines, a recess acting as part or all
of the combustion chamber is often formed in the piston crown. The piston in some auto motives
is a sliding plug that fits directly into the bore of the cylinder. The piston seeks to vary the
volume enclosed by the cylinder by exerting a force on the fluid inside the cylinder.
PROBLEM STATEMENT
(I) To determine the choice of connecting rod length by changing the maximum side
loading between piston and cylinder wall.
(II) To determine how the choice of connecting the rod length affect the forces
experienced by the gudgeon pin and the journal bearing.
(III) To determine if the velocity- acceleration is significantly dependent on the choice of
the connecting rod.
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and lost. The connecting rod, on the other hand, connects the piston to the crankshaft. It can
rotate at both ends such that the angle can change so as to move the piston while the crankshaft
rotates. The crankshaft is the section that controls the piston movement. It moves the piston up
and down into circular motion as on the crank. The piston can be divided up into the following
distinct areas: crown, ring zone, body or skirt and gudgeon pin bushings. The piston crown can
be fiat or slightly convex or concave. On high-performance engines, a recess acting as part or all
of the combustion chamber is often formed in the piston crown. The piston in some auto motives
is a sliding plug that fits directly into the bore of the cylinder. The piston seeks to vary the
volume enclosed by the cylinder by exerting a force on the fluid inside the cylinder.
PROBLEM STATEMENT
(I) To determine the choice of connecting rod length by changing the maximum side
loading between piston and cylinder wall.
(II) To determine how the choice of connecting the rod length affect the forces
experienced by the gudgeon pin and the journal bearing.
(III) To determine if the velocity- acceleration is significantly dependent on the choice of
the connecting rod.
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(IV) To determine the rpm of the 2.5i and M3 as compared to the 7000 rpm of the eta
engine.
ENGINEERING ANALYSIS
There are several assumptions made in regards to the design and dynamics of the machines:
(I) The combustion chamber does not produce force using gas.
(II) The angular velocity of the engine is set to 7000 rpm and the acceleration of the
engine is set to zero.
(III) The acceleration of the engine does not produce force.
(IV) The cylinder and the piston are not required to have any form of friction between
them.
SYSTEM MODELLING & IMPLEMENTATION
The M20 stroker for the BMW E30 is comprised of piston and the connecting rod. The piston
and the crack is connected using a con-rod.
Studying the kinematic dynamics of the system,
V B =V A + V B
A
The piston is the main part of the engine which transfers the force from the gas which expands in
the cylinder to the crankshaft and links to the connecting rod. The position of the piston using the
vector loop is obtained as,
x= ( l+r ) −s
The schematic diagram for the crank mechanism components relationship illustrates the
connecting rod length, crank radius, and the instantaneous piston position from the piston pin.
The mean piston velocity for the 6 stroke engine is computed as,
vp = 2 ln
60
The relationship between the crank radius and the connecting rod length and distance from the
piston axis for the pin to the crank axis such that the variables of the crank mechanism are
formulated as,
s=lcos φ+r cos θ
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engine.
ENGINEERING ANALYSIS
There are several assumptions made in regards to the design and dynamics of the machines:
(I) The combustion chamber does not produce force using gas.
(II) The angular velocity of the engine is set to 7000 rpm and the acceleration of the
engine is set to zero.
(III) The acceleration of the engine does not produce force.
(IV) The cylinder and the piston are not required to have any form of friction between
them.
SYSTEM MODELLING & IMPLEMENTATION
The M20 stroker for the BMW E30 is comprised of piston and the connecting rod. The piston
and the crack is connected using a con-rod.
Studying the kinematic dynamics of the system,
V B =V A + V B
A
The piston is the main part of the engine which transfers the force from the gas which expands in
the cylinder to the crankshaft and links to the connecting rod. The position of the piston using the
vector loop is obtained as,
x= ( l+r ) −s
The schematic diagram for the crank mechanism components relationship illustrates the
connecting rod length, crank radius, and the instantaneous piston position from the piston pin.
The mean piston velocity for the 6 stroke engine is computed as,
vp = 2 ln
60
The relationship between the crank radius and the connecting rod length and distance from the
piston axis for the pin to the crank axis such that the variables of the crank mechanism are
formulated as,
s=lcos φ+r cos θ
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¿ l sin φ=r sin θ
The values are rearranged to obtain the relationship with the angles as,
The values are factorized with a focus on the higher approaches such that,
The kinematics are used to formulate the piston instantaneous displacement in the crank
mechanism such that,
The system is able to manipulate the kinematics by expressing the equation by easily estimating
the variable based on the angle phi. The system is able to determine the angle theta which is the
crank angle,
The piston instantaneous velocity is obtained from the piston on the crank mechanism,
Performing the first derivation of the equation with respect to the crank angle in the equation,
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The values are rearranged to obtain the relationship with the angles as,
The values are factorized with a focus on the higher approaches such that,
The kinematics are used to formulate the piston instantaneous displacement in the crank
mechanism such that,
The system is able to manipulate the kinematics by expressing the equation by easily estimating
the variable based on the angle phi. The system is able to determine the angle theta which is the
crank angle,
The piston instantaneous velocity is obtained from the piston on the crank mechanism,
Performing the first derivation of the equation with respect to the crank angle in the equation,
PAGE \* MERGEFORMAT 17

The power stroke for the piston is further down in bore for any given rod/crank pin angle for any
crank angle whose force is less on the crank pin than on the shorter rod. The piston is observed to
be higher compared to the given crank such that the cylinder pressure is a bit higher. The long
rod spends less time having the piston move upwards while it allows less time for the exhaust to
escape while the automobile is on power stroke,
Piston pin velocity is the upward velocity from crank center along cylinder bore center and can
be calculated as the first derivative of equation,
To express the velocity with respect to time,
Piston pin acceleration is the upward acceleration from crank center along cylinder bore center
and can be calculated as the second derivative of equation 16 with respect to angle theta.
The acceleration with respect to time is expressed as,
The instantaneous velocity connecting rod,
Differentiating,
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crank angle whose force is less on the crank pin than on the shorter rod. The piston is observed to
be higher compared to the given crank such that the cylinder pressure is a bit higher. The long
rod spends less time having the piston move upwards while it allows less time for the exhaust to
escape while the automobile is on power stroke,
Piston pin velocity is the upward velocity from crank center along cylinder bore center and can
be calculated as the first derivative of equation,
To express the velocity with respect to time,
Piston pin acceleration is the upward acceleration from crank center along cylinder bore center
and can be calculated as the second derivative of equation 16 with respect to angle theta.
The acceleration with respect to time is expressed as,
The instantaneous velocity connecting rod,
Differentiating,
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Based on the free body diagram, these are the forces acting on the crank mechanism:
(i) Gas force act on the piston
(ii) Side thrust or normal force act on the piston pin direction
(iii) Vertical reaction force
(iv) Tangential force
(v) Connecting rod force
(vi) Inertial force
The engine compression ratio is given as,
The cylinder Bore-to-stroke ratio is given as,
The kinematic rod ratio is given as,
To determine the bore to stroke ratio limits the relationship for the inertial forces from the
original point of the piston motion. For the designer to achieve a high power density, it is
required that the engine operates at a high engine speed. The operation may lead up to high
inertial forces which is controlled by the large bore to stroke ratio. The applications are made to
demand high efficiency, the requirements need that the bore to stroke ratio in the regard as the
inertial forces of the piston require the slower engine speed for the lower power density. The
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(i) Gas force act on the piston
(ii) Side thrust or normal force act on the piston pin direction
(iii) Vertical reaction force
(iv) Tangential force
(v) Connecting rod force
(vi) Inertial force
The engine compression ratio is given as,
The cylinder Bore-to-stroke ratio is given as,
The kinematic rod ratio is given as,
To determine the bore to stroke ratio limits the relationship for the inertial forces from the
original point of the piston motion. For the designer to achieve a high power density, it is
required that the engine operates at a high engine speed. The operation may lead up to high
inertial forces which is controlled by the large bore to stroke ratio. The applications are made to
demand high efficiency, the requirements need that the bore to stroke ratio in the regard as the
inertial forces of the piston require the slower engine speed for the lower power density. The
PAGE \* MERGEFORMAT 17

marine application is estimated to have a 2.5 meter stroke and the engine speed is estimated to
run at a steady 102 revolutions per minute.
Most of the automobiles are being run on the internal combustion engine which may run most
automobiles in the foreseeable future. The piston speed is determined based on the position of
the crankshaft and the piston. The speed of the piston is given such that,
The movement of the piston is upward at the angles of 180 degrees to 360 degrees of motion
while the piston moves downwards when the angle is in the range of [360,540]. The speed of the
piston can be summarized as,
The piston speed is explained as,
There is a rod ratio relationship where the shorter the rod the slower the movement of the piston
but the longer the connecting rod, the faster the rotation of the piston at the socket. The short
connecting rod is computed using the following system parameter payload variables,
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run at a steady 102 revolutions per minute.
Most of the automobiles are being run on the internal combustion engine which may run most
automobiles in the foreseeable future. The piston speed is determined based on the position of
the crankshaft and the piston. The speed of the piston is given such that,
The movement of the piston is upward at the angles of 180 degrees to 360 degrees of motion
while the piston moves downwards when the angle is in the range of [360,540]. The speed of the
piston can be summarized as,
The piston speed is explained as,
There is a rod ratio relationship where the shorter the rod the slower the movement of the piston
but the longer the connecting rod, the faster the rotation of the piston at the socket. The short
connecting rod is computed using the following system parameter payload variables,
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The implementation of the piston and crankshaft results in the following result,
The PI engine’s effect of the rod ratio on the ISFC can be observed at different gamma values
such as 8, 3.34, and 2.6 as,
In the creation of the constant volume combustion engine, the following system payload
parameters are defined such that,
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The PI engine’s effect of the rod ratio on the ISFC can be observed at different gamma values
such as 8, 3.34, and 2.6 as,
In the creation of the constant volume combustion engine, the following system payload
parameters are defined such that,
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The instantaneous piston displacement is given based on the piston speed for the duration of the
experiment. For a long rod, the intake stroke draws harder on the cylinder head on a
perpendicular motion while the compression stroke ensure that the piston travels over 90 degrees
to another direction a bit faster than the shorter rod. The piston is observed to move a bit slowly
compared to the movement while the ignition timing requirement are set up. The piston speed is
estimated as,
During ignition, when the connection rod is long, the flame tends to travel a longer distance in
which a detonation is bound to occur. The long rod ensures that more efficient combustion for
the internal combustion engine at very high speeds. The designer at this point may wish to
measure the carbon monoxide or the carbon dioxide value during the test. The power stroke for
the piston is further down in bore for any given rod/crank pin angle for any crank angle whose
force is less on the crank pin than on the shorter rod. The piston is observed to be higher
compared to the given crank such that the cylinder pressure is a bit higher. The long rod spends
less time having the piston move upwards while it allows less time for the exhaust to escape
while the automobile is on power stroke.
Further, it is also important to observe that the piston moves downwards in the exhaust stroke
while the cylinder pressure at this point is higher. There is a force that pushes the system to
exhaust causes more air to be pushed out of the system. The exhaust port when poor tends to
have a bad effect on the exhaust fumes and the long rod helps the peak power and ensures
increased efficiency.
The cyclic torque fluctuation leads to a variations of the crankshaft’s rotation speed, called
cyclic variation and defined as,
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experiment. For a long rod, the intake stroke draws harder on the cylinder head on a
perpendicular motion while the compression stroke ensure that the piston travels over 90 degrees
to another direction a bit faster than the shorter rod. The piston is observed to move a bit slowly
compared to the movement while the ignition timing requirement are set up. The piston speed is
estimated as,
During ignition, when the connection rod is long, the flame tends to travel a longer distance in
which a detonation is bound to occur. The long rod ensures that more efficient combustion for
the internal combustion engine at very high speeds. The designer at this point may wish to
measure the carbon monoxide or the carbon dioxide value during the test. The power stroke for
the piston is further down in bore for any given rod/crank pin angle for any crank angle whose
force is less on the crank pin than on the shorter rod. The piston is observed to be higher
compared to the given crank such that the cylinder pressure is a bit higher. The long rod spends
less time having the piston move upwards while it allows less time for the exhaust to escape
while the automobile is on power stroke.
Further, it is also important to observe that the piston moves downwards in the exhaust stroke
while the cylinder pressure at this point is higher. There is a force that pushes the system to
exhaust causes more air to be pushed out of the system. The exhaust port when poor tends to
have a bad effect on the exhaust fumes and the long rod helps the peak power and ensures
increased efficiency.
The cyclic torque fluctuation leads to a variations of the crankshaft’s rotation speed, called
cyclic variation and defined as,
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The gas torque is given as,
For the inertial torque which may result from the crankshaft and engine structure,
The forces like tangential force, connecting rod force and side thrust force can be calculated as it
depicted in that,
The connecting rod has two principal tasks to fulfil: it connects the piston to the crankshaft and,
since its lower or "big" end is attached to an offset crankpin on the crankshaft, it converts linear
movement of the piston into rotary movement of the crankshaft. By doing so, it transforms the
linear force of the piston into a rotary force or torque. The connecting rod is exposed to very
severe loads. Combustion gas pressure acting downwards on the piston exerts very heavy forces
along the connecting rod. Since the piston's speed is continually varying, the high acceleration
and deceleration forces which result must be withstood in the form of tensile and compressive
loads on the connecting rod. Furthermore, the oscillating movement of the connecting rod round
the gudgeon pin axis introduces powerful bending forces into the rod since the rod is fairly long
is also subject to buckling stresses.
RESULTS & FINDINGS
The minimum length changes are needed to observe the thermo-fluid process. To perform a
proper design for the system is intended to have about 5 percent change in the system. The
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For the inertial torque which may result from the crankshaft and engine structure,
The forces like tangential force, connecting rod force and side thrust force can be calculated as it
depicted in that,
The connecting rod has two principal tasks to fulfil: it connects the piston to the crankshaft and,
since its lower or "big" end is attached to an offset crankpin on the crankshaft, it converts linear
movement of the piston into rotary movement of the crankshaft. By doing so, it transforms the
linear force of the piston into a rotary force or torque. The connecting rod is exposed to very
severe loads. Combustion gas pressure acting downwards on the piston exerts very heavy forces
along the connecting rod. Since the piston's speed is continually varying, the high acceleration
and deceleration forces which result must be withstood in the form of tensile and compressive
loads on the connecting rod. Furthermore, the oscillating movement of the connecting rod round
the gudgeon pin axis introduces powerful bending forces into the rod since the rod is fairly long
is also subject to buckling stresses.
RESULTS & FINDINGS
The minimum length changes are needed to observe the thermo-fluid process. To perform a
proper design for the system is intended to have about 5 percent change in the system. The
PAGE \* MERGEFORMAT 17

changes are set to have ignition timing, header tube area, pipe length, cam shaft valve, event
area, and cylinder head flow change. The rod ratio is estimated between the connecting rod
length and the stroke length of the motor which greatly affects the way it performs and it shows
how long it lasts. The rod length against the stroke determine the ration R. Further, the system
requires that the designer performs a rod ratio versus the intake efficiency where the value of R
is set to 1.75 so that it is considered ideal for the performance of the design. The purpose-built
racing engine is set up such that the breathing or the exhaust system is properly optimized by the
engine builders. The value of R is set to 1.75 for most of the automobiles unless where the
engine is built for a race car. The value of R is in the range of 1.45 to 1.75 requires that the short
connecting rods are used in the crankshaft to piston system in relation to the stroke.
To implement the long connecting rod in relation to the stroke, the value of ratio, R, is in the
range of 1.75 to 2.1. To determine the angle of the rod at the orthogonal position, the stress in the
piston and the cylinder wall is subjected to the specific rod/stroke selection. The angle is given to
a value that does not cause wear and tear for the piston due to major thrust on the surface. Such
thrusts could easily cause the piston breakage where the result determine the life expectation of
the engine so that the maximum skirt length is set to be below the pin that is desired by the
system. The rod angle is obtained as,
¿ stroke
ro dlength∗2
The piston selection is determined to ensure that the stress of the piston is moderated in relation
with the specific rod/ stroke selection. The table below indicates the ranges of the rod angles, R
ratios and example of automobiles that implement the values. The excerpt is obtained from the
victory library such that,
Rod Angle “R” Ratio Examples Comments
13½° 2.142-1 High speed motor with small ports. Best breathing
with small ports
14° 2.067-1
14½° 1.997-1 Long rods for good breathing with small ports
15° 1.932-1 Long rods to help breathing with small ports. Res
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area, and cylinder head flow change. The rod ratio is estimated between the connecting rod
length and the stroke length of the motor which greatly affects the way it performs and it shows
how long it lasts. The rod length against the stroke determine the ration R. Further, the system
requires that the designer performs a rod ratio versus the intake efficiency where the value of R
is set to 1.75 so that it is considered ideal for the performance of the design. The purpose-built
racing engine is set up such that the breathing or the exhaust system is properly optimized by the
engine builders. The value of R is set to 1.75 for most of the automobiles unless where the
engine is built for a race car. The value of R is in the range of 1.45 to 1.75 requires that the short
connecting rods are used in the crankshaft to piston system in relation to the stroke.
To implement the long connecting rod in relation to the stroke, the value of ratio, R, is in the
range of 1.75 to 2.1. To determine the angle of the rod at the orthogonal position, the stress in the
piston and the cylinder wall is subjected to the specific rod/stroke selection. The angle is given to
a value that does not cause wear and tear for the piston due to major thrust on the surface. Such
thrusts could easily cause the piston breakage where the result determine the life expectation of
the engine so that the maximum skirt length is set to be below the pin that is desired by the
system. The rod angle is obtained as,
¿ stroke
ro dlength∗2
The piston selection is determined to ensure that the stress of the piston is moderated in relation
with the specific rod/ stroke selection. The table below indicates the ranges of the rod angles, R
ratios and example of automobiles that implement the values. The excerpt is obtained from the
victory library such that,
Rod Angle “R” Ratio Examples Comments
13½° 2.142-1 High speed motor with small ports. Best breathing
with small ports
14° 2.067-1
14½° 1.997-1 Long rods for good breathing with small ports
15° 1.932-1 Long rods to help breathing with small ports. Res
PAGE \* MERGEFORMAT 17
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ponds well to stroke increases (“n” value too large
for intake port size)
15½° 1.871-1 Responds well to stroke increases (“n” value too la
rge for intake port size)
16° 1.814-1 Mopar 38
3/400
Approximate “ideal” compromise between stress
& breathing (1.81-1)
16½° 1.760-1 Chevy 32
7
Good choice for motors with good breathing
Every internal combustion engine designer wishes to determine the best way to achieve a better
piston motion at the upward and downward motion regions for a better performance with the aim
of promoting the low quality renewable fuel. The non-viability of the very long rod is set to
cause low engine performance. The dwell piston mechanism is able to accomplish the strategy to
ensure improved efficiency and performance.
(i) Velocity and Acceleration
Figure 1 Velocity Graph
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for intake port size)
15½° 1.871-1 Responds well to stroke increases (“n” value too la
rge for intake port size)
16° 1.814-1 Mopar 38
3/400
Approximate “ideal” compromise between stress
& breathing (1.81-1)
16½° 1.760-1 Chevy 32
7
Good choice for motors with good breathing
Every internal combustion engine designer wishes to determine the best way to achieve a better
piston motion at the upward and downward motion regions for a better performance with the aim
of promoting the low quality renewable fuel. The non-viability of the very long rod is set to
cause low engine performance. The dwell piston mechanism is able to accomplish the strategy to
ensure improved efficiency and performance.
(i) Velocity and Acceleration
Figure 1 Velocity Graph
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The crankshaft turns the piston up and down in a circular motion such that the crank is on a jack-
in-the-box as much as it does. The power that is produced by the piston buts the crankshaft into
rotational motion based on the power. The power on the blades are moved by the mower. The
blade is such that it does not spin.
Figure 2 Acceleration Graph
PAGE \* MERGEFORMAT 17
in-the-box as much as it does. The power that is produced by the piston buts the crankshaft into
rotational motion based on the power. The power on the blades are moved by the mower. The
blade is such that it does not spin.
Figure 2 Acceleration Graph
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Figure 3 Forces on gudgeon pin
.
PAGE \* MERGEFORMAT 17
.
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When the length of connecting rod of the eta engine is decreased from 130mm to 135 mm, a
huge spike on the forces acting on the bearing can be seen. Another obvious sign why decreasing
the length is a bad idea.
In the case of cylinder wall, the forces in eta engine is the least during small radiances, and by
the m3 engine will be the most. But during higher radiance, it completely inverts.
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huge spike on the forces acting on the bearing can be seen. Another obvious sign why decreasing
the length is a bad idea.
In the case of cylinder wall, the forces in eta engine is the least during small radiances, and by
the m3 engine will be the most. But during higher radiance, it completely inverts.
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Maximum RPM on engines at the piston:
2.5i 6980
M3 7985
Table 4: maximum RPM at the piston
Maximum RPM on engines at bearings
2.5i 7120i+7109j
M3 7820i+7615j
Table 5: maximum force at bearing
Maximum force on engines at gudgeon
Eta 28790i+46700j
2.5i 32900i+54300j
M3 31300i+47850j
The maximum force on gudgeon
The heart of the reciprocating internal combustion engine is the piston assembly, forming a
critical linkage in transforming the energy generated by combustion of the fuel and air mixture
into useful kinetic energy. The piston assembly includes the ring pack, which is essentially a
series of metallic rings, the primary role of which is to maintain an effective gas seal between the
combustion chamber and the crankcase. The rings of the piston assembly, which form a labyrinth
seal, achieve this function by closely conforming to their grooves in the piston and to the
cylinder wall. The total load acting in the ring in radial direction due to the sum of the
hydrodynamic lubrication (FH) force and the solid-to-solid interactions along the asperities of
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2.5i 6980
M3 7985
Table 4: maximum RPM at the piston
Maximum RPM on engines at bearings
2.5i 7120i+7109j
M3 7820i+7615j
Table 5: maximum force at bearing
Maximum force on engines at gudgeon
Eta 28790i+46700j
2.5i 32900i+54300j
M3 31300i+47850j
The maximum force on gudgeon
The heart of the reciprocating internal combustion engine is the piston assembly, forming a
critical linkage in transforming the energy generated by combustion of the fuel and air mixture
into useful kinetic energy. The piston assembly includes the ring pack, which is essentially a
series of metallic rings, the primary role of which is to maintain an effective gas seal between the
combustion chamber and the crankcase. The rings of the piston assembly, which form a labyrinth
seal, achieve this function by closely conforming to their grooves in the piston and to the
cylinder wall. The total load acting in the ring in radial direction due to the sum of the
hydrodynamic lubrication (FH) force and the solid-to-solid interactions along the asperities of
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the surfaces.
RECOMMENDATIONS
Different automotive components rely upon different modes of lubrication to achieve acceptable
performance, and each may experience more than one regime of lubrication during a single
cycle. There are a number of forces that are analyzed in this task and the failures are equally
determined. There is failure detected at the position of the maximum bending. The center of the
crank is set to determine the end of the pressure of the cylinder. When it is maximal, the bending
is set to have the least failure. The crankshaft of the engine on the horizontal x axis is driven by
the long or short connecting rod depending on the speed desired for the automobile.
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RECOMMENDATIONS
Different automotive components rely upon different modes of lubrication to achieve acceptable
performance, and each may experience more than one regime of lubrication during a single
cycle. There are a number of forces that are analyzed in this task and the failures are equally
determined. There is failure detected at the position of the maximum bending. The center of the
crank is set to determine the end of the pressure of the cylinder. When it is maximal, the bending
is set to have the least failure. The crankshaft of the engine on the horizontal x axis is driven by
the long or short connecting rod depending on the speed desired for the automobile.
PAGE \* MERGEFORMAT 17
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REFERENCES
Henry, J., Topolsky, J., and Abramczuk, M., 1992, “Crankshaft Durability Prediction – A New
3-D Approach,” SAE Technical Paper No. 920087, Society of Automotive Engineers.
Guagliano, M., Terranova, A., and Vergani, L., 2013, “Theoretical and Experimental Study of
the Stress Concentration Factor in Diesel Engine Crankshafts,” Journal of Mechanical Design,
Vol. 115, pp. 47-52. Payar, E., Kainz, A., and Fiedler, G. A., 1995, “Fatigue Analysis of
Crankshafts Using Nonlinear Transient Simulation Techniques,” SAE Technical Paper No.
950709, Society of Automotive Engineers.
Prakash, V., Aprameyan, K., and Shrinivasa, U., 2008, “An FEM Based Approach to Crankshaft
Dynamics and Life Estimation,” SAE Technical Paper No. 980565, Society of Automotive
Engineers.
Borges, A. C. C., Oliveira, L. C., and Neto, P. S., 2012, “Stress Distribution in a Crankshaft
Crank Using a Geometrucally Restricted Finite Element Model”, SAE Technical Paper No.
2002- 01-2183, Society of Automotive Engineers.
Shenoy, P. S. and Fatemi, A., 2016, “Dynamic analysis of loads and stresses in connecting rods,”
IMechE, Journal of Mechanical Engineering Science, Vol. 220, No. 5, pp. 615-624.
Shenoy, P. S. and Fatemi, A., "Connecting Rod Optimization for Weight and Cost Reduction",
SAE Paper No. 2005-01-0987, SAE 2005 Transactions: Journal of Materials and Manufacturing.
PAGE \* MERGEFORMAT 17
Henry, J., Topolsky, J., and Abramczuk, M., 1992, “Crankshaft Durability Prediction – A New
3-D Approach,” SAE Technical Paper No. 920087, Society of Automotive Engineers.
Guagliano, M., Terranova, A., and Vergani, L., 2013, “Theoretical and Experimental Study of
the Stress Concentration Factor in Diesel Engine Crankshafts,” Journal of Mechanical Design,
Vol. 115, pp. 47-52. Payar, E., Kainz, A., and Fiedler, G. A., 1995, “Fatigue Analysis of
Crankshafts Using Nonlinear Transient Simulation Techniques,” SAE Technical Paper No.
950709, Society of Automotive Engineers.
Prakash, V., Aprameyan, K., and Shrinivasa, U., 2008, “An FEM Based Approach to Crankshaft
Dynamics and Life Estimation,” SAE Technical Paper No. 980565, Society of Automotive
Engineers.
Borges, A. C. C., Oliveira, L. C., and Neto, P. S., 2012, “Stress Distribution in a Crankshaft
Crank Using a Geometrucally Restricted Finite Element Model”, SAE Technical Paper No.
2002- 01-2183, Society of Automotive Engineers.
Shenoy, P. S. and Fatemi, A., 2016, “Dynamic analysis of loads and stresses in connecting rods,”
IMechE, Journal of Mechanical Engineering Science, Vol. 220, No. 5, pp. 615-624.
Shenoy, P. S. and Fatemi, A., "Connecting Rod Optimization for Weight and Cost Reduction",
SAE Paper No. 2005-01-0987, SAE 2005 Transactions: Journal of Materials and Manufacturing.
PAGE \* MERGEFORMAT 17

Zoroufi, M. and Fatemi, A., "A Literature Review on Durability Evaluation of Crankshafts
Including Comparisons of Competing Manufacturing Processes and Cost Analysis", 26th
Forging Industry Technical Conference, Chicago, IL, November 2005.
Xiaorong Zhou., Ganwei Cai., Zhuan Zhang. Zhongqing Cheng., 2009, “Analysis on Dynamic
Characteristics of Internal Combustion Engine Crankshaft System,” International Conference on
Measuring Technology and Mechatronics Automation.
Yadav Vinod and Mittal N.D , Design and Analysis of Piston Design for 4 Stroke Hero Bike
Engine, International Journal of Engineering Innovation & Research, Vol. 2, page 148 – 150 ,
2013.
Anusha B and Reddy C.Vijaya Bhaskar, Modeling and Analysis of Two Wheeler Connecting
Rod by Using Ansys , Journal of Mechanical and Civil Engineering, Vol.6, Page 83-87, May. -
Jun. 2013.
Norton R.L., Kinematics and Dynamics of Machinery, Tata McGraw Hill Education (P) Ltd.,
New Delhi, 2012.
PAGE \* MERGEFORMAT 17
Including Comparisons of Competing Manufacturing Processes and Cost Analysis", 26th
Forging Industry Technical Conference, Chicago, IL, November 2005.
Xiaorong Zhou., Ganwei Cai., Zhuan Zhang. Zhongqing Cheng., 2009, “Analysis on Dynamic
Characteristics of Internal Combustion Engine Crankshaft System,” International Conference on
Measuring Technology and Mechatronics Automation.
Yadav Vinod and Mittal N.D , Design and Analysis of Piston Design for 4 Stroke Hero Bike
Engine, International Journal of Engineering Innovation & Research, Vol. 2, page 148 – 150 ,
2013.
Anusha B and Reddy C.Vijaya Bhaskar, Modeling and Analysis of Two Wheeler Connecting
Rod by Using Ansys , Journal of Mechanical and Civil Engineering, Vol.6, Page 83-87, May. -
Jun. 2013.
Norton R.L., Kinematics and Dynamics of Machinery, Tata McGraw Hill Education (P) Ltd.,
New Delhi, 2012.
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