Engine Select

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    Engine Sizing & SelectionCopyright 2006 by Don Edberg

    Summary

    Engine Sizing & Arrangement Introduction Performance Requirements Engine Geometric Characteristics &

    Placement

    Airframe Integrators Motto

    Blame it on propulsion. Barnaby Wainfan, NGC El Segundo

    Propulsion IntegrationExtremely Important

    A small shortfall in performance can addup to millions of dollars in increased fuelcosts

    Airframe supplier may have to paypenalties for shortfalls

    Engine Choices

    Types Piston engine with propeller Turbine engine with prop = Turboprop Turbojet Turbofan (low or high bypass ratio) Pulsejet Ramjet Rocket

    Piston Engine

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    Piston Engines

    Inexpensive Best fuel economy Relatively heavy Vibration issues with intermittent

    combustion process Performance decrease with altitude

    Solved with turbocharger or supercharger

    Turbojet Engine

    Burner

    Compressor Turbine

    NozzleShaft

    Inlet Diffuser

    Afterburners

    AKA reheat Pour fuel into rear of engine and burn it Get more thrust Get empty tanks fast (higher SFC)

    Turbojet With Afterburner

    Burner

    High-Pressure

    CompressorHigh-Pressure

    Turbine

    Afterburner Flameholders Nozzle

    Afterburner

    Low-Pressure

    Compressor

    Low-Pressure

    TurbineInlet

    Afterburner Fuel Injectors

    Low Bypass Ratio Turbofan

    FanBurner

    High-Pressure

    Compressor

    High-Pressure

    Turbine

    Low-Pressure Turbine

    Afterburner

    NozzleLow-Pressure Compressor

    Bypass Duct

    Bypass ratio = 0.2 - 1.0, TSL/Weng = 6 10,TSFCDry = 0.8 - 1.3, TSFCWET = 2.2 - 2.7

    High Bypass Ratio TurbofanFan

    Burner

    CompressorHigh-Pressure Turbine

    Low-Pressure Turbine

    Nozzle

    Bypass ratio = 2.0 - 8.0, TSL/Weng = 4 6, TSFC = 0.5 - 0.7

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    Pulsejet Engine Rocket-Powered Aircraft

    Limitations

    Performance of all engines limited bythermodynamics

    Exhaust temperature must not damageengine

    Usually run lean using excess air forcooling

    Turbines use active blade cooling Thrust determined by mass flow, density

    drops with altitude (no issue for rocket)

    Thrust vs. Speed & Altitude(left: dry; right: afterburning)

    0

    1000

    2000

    3000

    4000

    5000

    6000

    7000

    8000

    0 0.2 0.4 0.6 0.8 1 1.2

    Mach Number, M

    Th

    rust,

    T, lb

    s Sea Level

    10,000 ft

    20,000 ft

    30,000 ft

    40,000 ft

    50,000 ft

    0

    1000

    2000

    3000

    4000

    5000

    6000

    7000

    8000

    0 0.2 0.4 0.6 0.8 1 1.2

    Mach Number, M

    Th

    rust,

    T, lb

    s

    Sea Level

    10,000 ft

    20,000 ft

    30,000 ft

    40,000 ft

    50,000 ft

    Figures of Merit

    HP per pound (higher is better) Specific fuel consumption

    SFC in terms of HP or thrust per weight of fuel Typically in terms of lb thrust/(lb fuel/h)

    watch units for range & endurance calcs Equivalent for propped engines (delivered

    power per fuel weight) Lower is better

    Power Available vs. PowerRequired, Prop Aircraft

    0

    50

    100

    150

    200

    250

    0 20 40 60 80 100 120 140 160

    True Airspeed, knots

    Po

    we

    r A

    va

    ila

    ble

    an

    d P

    ow

    er

    Re

    qu

    ire

    d,

    ho

    rse

    po

    we

    r

    Power Available

    Power Required

    VmaxV for minimum

    Power Required

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    Power Available vs. PowerRequired, Jet Aircraft

    Engine Selection

    Criteria: Cruise speed Cost Economy (fuel, maintenance, etc.) Redundancy etc.Engine data on Internet, AV Week Source

    issue, Janes, etc.

    Requirements Size Engines

    X(X)Maximum SpeedXSpecific Excess PowerXSustained TurnXXMinimum Rate of ClimbXXTakeoff Length

    MilitaryCivilItem

    Constraint diagram provides required T/W Estimated weight W provides T = (T/W)W

    Engine Selection

    Rubber engine Use an engine deck for performance

    prediction (ref: AIAA competition history) High cost of engine development

    Existing engines Search information sources for off-the-shelf

    engines with sufficient performance No engine development costs Already in maintenance stores?

    Scaling An Existing Engine

    L = Lactual(SF)0.4

    D = Dactual(SF)0.5

    W = Wactual(SF)1.1

    SF = scale factor(Raymer 10.1 - 10.3)

    Engine GeometricCharacteristics (Raymer)

    Non-afterburning and afterburning sizing dataequations 10.4 - 10.15, Raymer

    Diameter, engine length,weight, SFC all arefunctions of takeoff thrust T and Mach no. M

    Other inlets and ducts as neededBoundary layer divertersAfterburners?Add to your aircraft drawing

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    Engine Nacelle Drawing Integration with Airframe

    Thrust or power level picks or scalesengine

    Inlet air duct must be sized for airflow inALL conditions

    Fuel lines Cooling Engine-driven accessories Installation and removal clearances,

    mounting structure

    Engine Placement Choices

    Under wing on pylon (traditional) Aft fuselage side-mounted engines (DC-9,

    717) Center fuselage engines (DC-10, 727) Over wing (Honda jet) Other configurations (White Knight, etc.)

    Engine Placement Trades Locate nacelle(s) to be above or below

    wing wake Consider structural weight of pylons, etc. FOD ingestion, etc. Weight & balance considerations Wing location, fuselage upsweep, etc. Service & maintenance

    Local Flow Effects

    Angle nacelle for local flow direction(calculate upwash or downwash asneeded)

    Example: B-717 engines at rear of fuseare angled upward

    Upwash Downwash

    Inlets

    Very important to engine performance Must provide enough air in all conditions Must diffuse (slow down) air to M = 0.4 ~

    0.5 Want as much pressure recovery as

    possible (best >90%) Geometry affects drag of aircraft

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    Inlet Types

    NACA duct (for aux air) Conical (SR-71) Normal shock or Pitot

    (airliners) 2-D Ramp (F-14, F-15) Inlet applicability

    summarized in RaymerFig. 10.13

    Normal Shock Inlet

    Geometry in Raymer Fig. 10.7 Lip radius very important No shock if subsonic Rotate front face or entire engine to

    account for up/downwash from wing

    Other Inlets

    May be used for subsonic or supersonic Often use variable geometry

    Adjust geometry so shock is swallowed orminimized

    Mechanism must be reliable Isentropic flow desired, but typically get

    some oblique shocks Raymer Figs. 10.8 to 10.11

    Location of Inlets/Nacelles

    Many choices (Raymer Fig. 10.14) Nose, chin, side, over/under wing,

    over/under fuselage, wing LE, etc. Want clean air to be ingested Minimizing length minimizes losses CG considerations OEI control (one engine inoperative)

    S-duct vs. Straight(L-1011 vs. MD-11)

    Internal separation in S-duct vs. structural weightissues with pylon mount

    Servicing buried engine must be more difficult

    Inlet Design

    Capture area estimated using mass flow Estimate area using Raymer Fig. 10.16 If mass flow not known, rule of thumb is:

    mass flow = 26[D(ft)]2 = 127[D(m)]2where D is front face diameter.

    Better to use isentropic compressible flowper Raymer equations 10.16, 10.17, 10.19

    !

    m

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    Boundary-Layer Air Need to avoid BL air for

    better performance Use a diverter (Fig.

    10.21) Diverter must be

    integrated with inletlocation

    Diverter must workeffectively at all angles ofattack

    Space for BL air to bypassengine

    F-35 Has No BL Diverters

    Nozzle Integration

    Nozzle must (or should) expand exhaustgases and accelerate them

    Depends on mass flow: often use variable-area nozzle

    Affects drag Lots of info Raymer pp. 257-8 Cooling also required, Fig. 10.24

    Installed Jet Thrust Manufacturer data uses perfect inlet, exhaust,

    etc. Losses due to:

    actual inlet, air bleed, power extraction, actualexhaust nozzle, air temperature

    Aerodynamic losses:drag of inlets, nozzles, trim drag due to changein thrust

    Brandt suggests: installed T = 0.8Tmfr,installed SFC = SFCmfr/0.8

    May be offset by engine improvements

    Engines Mounted on Fuselage

    Propellers

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    PropellerTypes

    One-Bladed Propeller

    PropBladeAngles

    Propellers

    Props Helical speed = (Vtip2 +V2)1/2= (2R2 +V2)1/2

    Inflow angle changes with velocity sovariable pitch props used for maximumefficiency

    Propeller Blade Angles

    VariablePitch

    Propeller

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    Prop Efficiency

    Efficiency typically depends on advanceratio J and power coefficient Cp

    J = V/nD Cp = P/n3D5

    Can get propeller maps and find sweetspot

    Corrections for fixed pitch Raymer Fig.13.13

    PropellerEfficiency

    Chart

    Advance Ratio J

    Pow

    er c

    oeffi

    cien

    t

    Propeller efficiency dependson:Power levelRPMBlade pitch Dimensionless numbers areadvance ratio J and powercoefficient CpChoose pitch and RPM formax efficiency (eta)

    Prop Configurations

    Pusher allows shorter fuselage = less drag Pusher reduces efficiency because of

    disturbed airflow over prop (= noise) Longer landing gear required

    Other Propeller Notes

    Wing-mounted engines require larger tailsfor OEI control

    Rubber piston engine equations inRaymer Table 10.3, 10.4

    Cooling vitally important

    Fuel Considerations

    Fuel System Tanks contain fuel Types = discrete, bladder, integral Volume depends on required fuel volume

    (approx. density is 7.5 gal/ft3) Density varies with temperature (Raymer Table

    10.5) Stow in wing or fuselage or tail or all Fuel CG must average near aircraft CG Calculate CG movement, show on CG plot

    (Raymer Fig. 10.27) Pumps needed in certain cases

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    CG Travel Diagram Valuable Info in Raymer App. E

    Contains curves from engine decks Based on Mattingly et al Aircraft Engine

    Design (good ref.)