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Energy Consumption

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Energy Consumption & Power Requirements of A Vehicle P M V Subbarao Professor Mechanical Engineering Department Know the Requirements Before You develop an Engine .. – PowerPoint PPT presentation

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Title: Energy Consumption


1
Energy Consumption Power Requirements of A
Vehicle
  • P M V Subbarao
  • Professor
  • Mechanical Engineering Department

Know the Requirements Before You develop an
Engine..
2
Resistance Force Ra
  • The major components of the resisting forces to
    motion are comprised of
  • Aerodynamic loads (Faero)
  • Acceleration forces (Faccel ma I? forces)
  • Gradeability requirements (Fgrade)
  • Chassis losses (Froll resist ).

3
Aerodynamic Force Flow Past A Bluff Body
  • Composed of
  • Turbulent air flow around vehicle body (85)
  • Friction of air over vehicle body (12)
  • Vehicle component resistance, from radiators and
    air vents (3)

4
Aerodynamic Resistance on Vehicle
Dynamic Pressure
Drag Force


Aero Power
5
Cd coefficient of drag ? air density ?
1.2 kg/m3 A projected frontal area (m2) f(Re)
Reynolds number v vehicle velocity
(m/sec) V0 head wind velocity

P power (kw) A area (m2) V velocity
(KpH) V0 headwind velocity Cd drag
coefficient ? 1.2 kg/m3
6
Purpose, Shape Drag
7
Shape Components of Drag
8
Some examples of Cd
  • The typical modern automobile achieves a drag
    coefficient of between 0.30 and 0.35.
  • SUVs, with their flatter shapes, typically
    achieve a Cd of 0.350.45.
  • Notably, certain cars can achieve figures of
    0.25-0.30, although sometimes designers
    deliberately increase drag in order to reduce
    lift.
  • 0.7 to 1.1 - typical values for a Formula 1 car
    (downforce settings change for each circuit)
  • 0.7 - Caterham Seven
  • at least 0.6 - a typical truck
  • 0.57 - Hummer H2, 2003
  • 0.51 - Citroën 2CV
  • over 0.5 - Dodge Viper
  • 0.44 - Toyota Truck, 1990-1995

9
  • 0.42 - Lamborghini Countach, 1974
  • 0.42 - Triumph Spitfire Mk IV, 1971-1980
  • 0.42 - Plymouth Duster, 1994
  • 0.39 - Dodge Durango, 2004
  • 0.39 - Triumph Spitfire, 1964-1970
  • 0.38 - Volkswagen Beetle
  • 0.38 - Mazda Miata, 1989
  • 0.374 - Ford Capri Mk III, 1978-1986
  • 0.372 - Ferrari F50, 1996
  • 0.36 - Eagle Talon, mid-1990s
  • 0.36 - Citroën DS, 1955
  • 0.36 - Ferrari Testarossa, 1986
  • 0.36 - Opel GT, 1969
  • 0.36 - Honda Civic, 2001
  • 0.36 - Citroën CX, 1974 (the car was named after
    the term for drag coefficient)
  • 0.355 - NSU Ro 80, 1967

10
  • 0.34 - Ford Sierra, 1982
  • 0.34 - Ferrari F40, 1987
  • 0.34 - Chevrolet Caprice, 1994-1996
  • 0.34 - Chevrolet Corvette Z06, 2006
  • 0.338 - Chevrolet Camaro, 1995
  • 0.33 - Dodge Charger, 2006
  • 0.33 - Audi A3, 2006
  • 0.33 - Subaru Impreza WRX STi, 2004
  • 0.33 - Mazda RX-7 FC3C, 1987-91
  • 0.33 - Citroen SM, 1970
  • 0.32064 - Volkswagen GTI Mk V, 2006 (0.3216 with
    ground effects)
  • 0.32 - Toyota Celica,1995-2005
  • 0.31 - Citroën AX, 1986
  • 0.31 - Citroën GS, 1970
  • 0.31 - Eagle Vision
  • 0.31 - Ford Falcon, 1995-1998
  • 0.31 - Mazda RX-7 FC3S, 1986-91
  • 0.31 - Renault 25, 1984
  • 0.31 - Saab Sonett III, 1970

11
  • 0.195 - General Motors EV1, 1996
  • 0.19 - Alfa Romeo BAT Concept, 1953
  • 0.19 - Dodge Intrepid ESX Concept , 1995
  • 0.19 - Mercedes-Benz "Bionic Car" Concept, 2005
    (2 mercedes_bionic.htm) (based on the boxfish)
  • 0.16 - Daihatsu UFEIII Concept, 2005
  • 0.16 - General Motors Precept Concept, 2000
  • 0.14 - Fiat Turbina Concept, 1954
  • 0.137 - Ford Probe V prototype, 1985

12
Rolling Resistance
  • Composed primarily of
  • Resistance from tire deformation (?90)
  • Tire penetration and surface compression (? 4)
  • Tire slippage and air circulation around wheel (?
    6)
  • Wide range of factors affect total rolling
    resistance
  • Simplifying approximation

13
ROLLING RESISTANCE
Rolling resistance of a body is proportional to
the weight of the body normal to surface of
travel.

where P power (kW) Crr coefficient of
rolling resistance M mass (kg) V velocity
(KpH)
14
Contact Type Crr
Steel wheel on rail 0.0002...0.0010
Car tire on road 0.010...0.035
Car tire energy safe 0.006...0.009
Tube 22mm, 8 bar 0.002
Race tyre 23 mm, 7 bar 0.003
Touring 32 mm, 5 bar 0.005
Tyre with leak protection 37 mm, 5 bar / 3 bar 0.007 / 0.01
15
Rolling Resistance And Drag Forces Versus
Velocity
16
Grade Resistance
  • Composed of
  • Gravitational force acting on the vehicle

For small angles,
?g
Fg

?g
W
17
Inertial or Transient Forces
  • Transient forces are primarily comprised of
    acceleration related forces where a change in
    velocity is required.
  • These include
  • The rotational inertia requirements (FI? ) and
  • the translational mass (Fma).
  • If rotational mass is added it adds not only
    rotational inertia but also translational
    inertia.

18
Transient Force due to Rotational Mass
  • angular acceleration k radius of gyration t
    time T Torque
  • m mass ? ratio between rotating component
    and the tire

19
Therefore if the mass rotates on a vehicle which
has translation,
Resistance power, Presistance
20
Power Demand Curve
Presistance
Vehicle Speed
21
Ideal Engine Powering Torque
The Powering Engine Torque is
The speed of the vehicle in km/h is
rtire Tire Rolling Radius (meters) G
Numerical Ratio between P.E. and Tire
Ideal capacity of Powering Engine
22
Drive System Efficiency
  • Drive train inefficiencies further reduce the
    power available to produce the tractive forces.
  • These losses are typically a function of the
    system design and the torque being delivered
    through the system.

23
Actual Capacity of A Powering engine
Correction for Auxiliary power requirements
24
MATLAB for Vehicle Torque Requirement
25
MATLAB Model for Transmission System
26
MATLAB Model for Engine Performance
27
Engine Characteristic Surface
28
Requirements of Vehicle on Road Engine Power
29
Urban Driving Cycle
30
Engine RPM during Urban Driving Cycle
31
Engine Fuel Consumption During Urban Driving Cycle
32
Inverse of Carnots Question
  • How much fuel is required to generate required
    power?
  • Is it specific to the fuel?
  • A Thermodynamic model is required to predict the
    fuel requirements.
  • Carnot Model
  • Otto Model
  • Diesel Model
  • A Geometric Model is required to implement the
    thermodynamic model.
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