Ultra-High-Efficiency Engines: Integration, Optimization, Realization

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Ultra-High-Efficiency Engines: Integration, Optimization, Realization Chris F. Edwards Greg Roberts, BJ Johnson, Rebecca Pass, Adelaide Calbry-Muzyka, Julie Blumreiter, Mark Donohue, Carol Regalbuto, John Fyffe Advanced Energy Systems Laboratory Department of Mechanical Engineering Stanford University

High-Efficiency Engines Manage the exergy of the resource: minimize exergy destruction within the engine, maximize work extraction by the engine, minimize the exergy transferred to the environment (best engine & least impact). Accomplishing this requires: Integration to maximize extraction Optimization to minimize destruction Realization to translate concepts into reality

Energy Distribution (LHV, %) Energy Distribution for Modern SI and CI Engines 100 80 23.9 20.8 20.9 Exhaust Loss 60 36.7 32.8 32.3 Heat Loss 40 2.0 2.3 2.4 Mechanical Loss 20 37.4 44.1 44.5 Work 0 NA Gasoline 10.6 bar BMEP NA Diesel 8.8 bar BMEP TC Diesel 10.6 bar BMEP

Exergy Distribution (%) Exergy Distribution for Modern SI and CI Engines 100 80 60 40 20 19.9 21.1 20.8 0.4 15.8 11.8 11.9 27.3 1.9 35.2 23.3 22.8 2.2 2.3 41.6 42.0 Combustion Loss Turbo Loss Exhaust Loss Heat Loss Mechanical Loss Work 0 NA Gasoline 10.8 bar BMEP NA Diesel 8.9 bar BMEP TC Diesel 10.8 bar BMEP

Observation The only approach that minimizes all three losses is the use of high-temperature combustion with low heat rejection and enhanced work extraction or regeneration. (This also increases power density.) Use of low-temperature combustion increases combustion irreversibility and reduces power density. (It cannot be used at full load.)

Exergy Distribution (%) Integration I ~1.5 mm YSZ Thermal Barrier Coatings 100 80 60 40 16.7 17.2 17.1 1.0 1.9 1.7 25.9 18.8 17.6 11.5 11.6 10.6 2.7 2.8 2.5 Combustion Loss Turbo Loss Exhaust Loss Heat Loss Conventional liner, oil, & rings 20 43.4 47.9 49.3 Mechanical Loss Work Intake C LHR Engine x1.4 T1 T2 W Either or both are possible 0 Turbocharged 26.8 bar BMEP Turbo-Comp 27.7 bar BMEP Overexpanded 28.6 bar BMEP Exhaust Exergy efficiencies ~50% possible (~52% LHV). Power density more than doubles (~28 bar MEP). Surface temperatures about the same as for gas turbine thermal barrier coatings (~1000 C). Still more exhaust exergy available!

Exergy Distribution (%) Integration II Q Intake P C T1 LHR Engine x1.4 HRSG Cond T3 T2 Exhaust W 100% 80% 60% 40% 20% 1.5 4.1 17.7 Q C T1 22.4 17.4 1.8 Intake LHR 1.5 1.4 Engine T2 3.8 16.7 8.7 W 10.4 x1.4 8.2 10.9 3.1 Exhaust 2.8 2.8 HRSG Cond P 50.1 54.7 59.9 Steam Loss Combustion Loss Turbo Loss Exhaust Loss Heat Loss Mechanical Loss Work Q Intake C T1 LHR Engine x1.4 HRSG T2 W Exhaust Cond P 0% Standard 32.1 bar BMEP Injected 37.5 bar BMEP Bottoming 38.5 bar BMEP Exergy efficiencies ~60% possible (~63% LHV). Power density more than triples (~38 bar MEP). Surface temperatures about the same as for gas turbine thermal barrier coatings (~1000 C). Requires method for high-temperature combustion.

High-Temperature Combustion Traditional Diesel-style combustion is well suited to high temperatures. The problem is emissions: soot and NOx. What if you could make a Diesel engine that did not produce soot? (Well below regulatory limits) What if you could run a Diesel engine at stoichiometric so that you could use a three-way catalyst for NOx (and CO, HC)? Result would be ultra-efficient, powerful, and clean, possibly less expensive, and well suited to use in heavy-duty transportation.

Realization I: A Sootless Diesel?

Pressure Delay (ms) Pressure Delay (ms) A Methanol or Ethanol Diesel Methanol Ethanol 10 1 Isentropes 550 K (neat) 375 K (neat) 325 K (neat) 375 K (10% water) 10 1 Isentropes 550 K (neat) 375 K (neat) 325 K (neat) 375 K (10% water) 2 ms 2 ms 10 0 900 1000 1100 1200 1300 1400 1500 1600 Temperature (K) 10 0 900 1000 1100 1200 1300 1400 1500 1600 Temperature (K) MeOH A temperature at injection of at least 1100K is required for good ignition. Both methanol and ethanol do produce soot even reagent grade! But is the net soot below legal limits? EtOH

Soot (g/hp-hr) Sootless? Alcohols? Let s ask the engine! Configuration Modeled Naturally aspirated, metal surfaces Naturally aspirated, LHR surfaces Intercooled turbocharger, metal surfaces Intercooled turbocharger, LHR surfaces Non-intercooled turbocharger, LHR surfaces Bore 3.8125 Stroke 3.622 Speed 1800 RPM Volumetric Efficiency 100% Injection Timing MBT CR 16.8:1 Injection Pressure 10,000 psi Heater Temperature 125 o C TDC Temp. (K) 1077 1131 1203 1223 1306 1 0.8 0.6 0.4 0.2 Diesel no.2 Methanol The 2012 heavy duty soot limit is 0.01 g/hp-hr 0 0.3 0.4 0.5 0.6 0.7 0.8 Equivalence Ratio

Soot (g/hp-hr) Combustion Efficiency (%) With a little better resolution 0.01 0.008 Methanol Ethanol 2012 Regulation Limit 100 98 Methanol Ethanol 0.006 96 0.004 0.002 94 0 0.4 0.6 0.8 1 Equivalence Ratio 92 0.4 0.6 0.8 1 Equivalence Ratio In the normal Diesel region, methanol and ethanol are below the regulatory soot limits by a factor of 10. At stoichiometric, methanol is below by a factor of 10, ethanol a factor of 2. At stoichiometric, a TWC can be used for NOx control. These are initial tests in an unoptimized system, a properly engineered system is likely to be even better (to hedge against even lower soot limits).

Effect of Combustion Efficiency? Afterburner possibilities Q Intake C T1 LHR Engine x1.4 HRSG T2 TWC Exhaust W Q Intake C T1 LHR Engine x1.4 HRSG T2 W Exhaust Cond P Cond T3 P At 96% measured combustion efficiency, we expect that a sootless Diesel engine with high power density, 59% exergy efficiency (62% LHV), and NOx control by inexpensive TWC is possible using either M100 or E100.

Optimization Mitsubishi SOFC/GT/ST triple cycle power plant >70% efficiency (LHV) Subsystem Component Model Power (MW) SOFC Fuel Cell Inverter -21.6 MHI Power (MW) Net 410 410 Gas Turbine Compressors -351 Turbine 855 Generator -5.04 Net 499 500 Steam Turbine Pumps -2.92 Turbines 259 Generator -2.59 Net 253 250 Overall 1162 1160 Efficiency 70.2% 70+%

Attractor-Based Architecture Optimization Joint optimization of both cycle and parameters. Cycle evolves by addition of transducers (devices). Parameters and figures of merit can affect the cycle!

It really wants to be recuperative

And it wants to be intercooled If you do all that, a power plant with ~78% efficiency (LHV) to electricity is possible, in a double-cycle (regenerative) configuration.

Realization II: A piston-based, mixed fuel-cell, combustion engine system

Two combustion variants SI Engine HCCI Engine www.caranddriver.com

Several candidate fuels

A couple of FC possibilities We are really just getting started, but our objective is a laboratory demonstration with combined efficiency of 70% based on LHV. (Which is not possible for conventional ICE.)

Thanks for listening! Please visit our posters and meet the students who do all the work!

Exergy Management Heat Loss About one-quarter of the overall exergy destruction is due to heat transfer. Of that, about half of the destruction occurs across the in-cylinder thermal boundary layer. To reduce exergy destruction, we must reduce the heat transfer. (Not recoverable.) To do that, we must either lower the temperature of the in-cylinder gases (LTC), or raise the temperature of the wall surfaces (LHR).

Exergy Management Combustion Loss About one-fifth of the overall exergy destruction is due to combustion irreversibility. Only two possible ways to reduce this: combustion at extreme states or use of restrained reaction. Reduced irreversibility at extreme states requires high-temperature combustion (HTC). The possibility exists to used mixed restrained and unrestrained reaction (FC+ICE).

Exergy Management Exhaust Loss About one-seventh of the overall exergy destruction is due to exhaust exergy. Only one way to reduce this: extract more exergy before exhausting the gas. Can be accomplished by use of combined (bottoming) cycles. Can be accomplished by use of regenerative (intertwined) cycles.

Packaging a Bottoming Cycle Courtesy John Wall Cummins Paper 2013-01-0278