37 Piston Engines

Introduction

The earliest practical piston engines were developed in the late 19th century and were based on the Otto cycle, featuring a stationary crankshaft with pistons moving in cylinders arranged in a straight line (inline) or in a V configuration. Louis Blériot’s Bleriot XI, which famously crossed the English Channel in 1909, used a 25-horsepower Anzani inline engine. More powerful rotary engines emerged later, primarily during the early 20th century, especially for use in aviation. In a rotary engine, the entire engine, including the cylinders, rotates around a fixed crankshaft. This design was popular in early aircraft engines due to its high power-to-weight ratio and compactness, making it suitable for the lightweight requirements of early aircraft.

The rotary and radial types, once the workhorses of aviation, have given way to the “flat” horizontally opposed “boxer” engines. These reciprocating piston internal combustion engines, which drive a propeller, continue to be the powerhouses of modern general aviation. Their use in relatively low to moderate-performance airplane types is a testament to their relatively low cost, decent performance, and reliability. An example of a Piper Cherokee airplane is shown in the photograph below, which has a 4-cylinder, 160 hp (119.3 kW) horizontally opposed “boxer” piston engine driving a fixed-pitch propeller. The advantages of this propulsion system are that it is reliable, affordable, and provides reasonable propulsive efficiency. However, the system is not readily scalable because the power-to-weight ratio of a piston engine decreases rapidly with increased power output, making it unattractive for larger and heavier aircraft; a turboprop engine will be preferred if a propeller is used in such cases.

A Piper Pa-28 Cherokee, flown by Dr. J. Gordon Leishman, was photographed over the western Maryland countryside. (Ashish Bagai took the photo from a 1937 Taylorcraft.)

Piston engines, including the higher efficiency afforded by types of diesel, may also be suitable for certain classes of drones and UAVs where the required flight range and/or endurance cannot be achieved using batteries alone, e.g., by using hybrid propulsion systems. One of the most common systems combines a gasoline (petrol) engine or a diesel engine with electric motors, which can be operated purely on diesel or electrical power but using both when needed. To this end, engineers must understand the basic principles of aircraft piston engine operation, including the effects of density altitude on their power output and specific fuel consumption, as well as the associated propeller performance under the conditions of flight.

Learning Objectives

  • Understand the basic principles of operation of a reciprocating piston engine, mainly as it is used for aviation applications.
  • Appreciate the factors that affect the shaft power that can be developed from such an engine and know how to read an aircraft piston engine performance chart.

Piston Engine Types

The first common type of piston engine used for aircraft was a rotary engine, which saw extensive use up through the 1920s. In this type of arrangement, the cylinders are arranged in a radial configuration that “radiate” outward from a central crankshaft like the spokes of a wheel, as shown in the figure below. It also resembles a star when viewed from the front, so the type is sometimes called a star engine. In a rotary engine, the entire crankcase and its attached cylinders rotate around it as a unit along with the propeller. The pistons are connected to the crankshaft using a primary rod assembly, and the remaining pistons and their connecting rods are attached to rings around the primary rod. The air/fuel inlets are connected to a carburation system, and the exhaust outlets are connected to a radial manifold. The inlet and outlet valves are opened and closed using a cam. In some versions, a carburetor delivers the fuel/air mix into the crankcase, reaching the cylinders through transfer ports, so only exhaust valves are needed.

Most early aircraft used rotary or radial engines. By 1930, the rotary engine’s gyroscopic issues and limited scalability had made it almost obsolete.

One advantage of the rotary engine design is good cooling because the cylinders rotate. However, a significant disadvantage is the large gyroscopic moments on the aircraft from the rotating engine mass. This characteristic led to several serious issues with the flight handling qualities of early aircraft, i.e., the ability to turn only in one direction.

The radial engine is another early reciprocating piston engine used to power many pre-1950 airplanes, as shown in the photograph below. The radial engine has fixed (non-rotating) cylinders, and the propeller is connected to the crankshaft. The inlets are connected to a carburation system, and the exhaust outlets are connected to a system of pipes. In the radial engine, the gyroscopic effects on the airplane are much lower than for the rotary style of the engine in which the cylinders rotate with the propeller. Consequently, radial engines were much preferred over the rotary type, which became obsolete for aircraft use after WWI.

A radial engine design has fixed cylinders that radiate outward from a central rotating crankshaft to which a propeller is attached.

Powerful radial engines with 12 or more cylinders have been built for aviation use, mainly for airplanes constructed through the 1950s, raising power output levels from 2,000 hp (1,491 kW) to 4,000 hp (2,983 kW) range. In addition, extra rows of radial cylinders can be added to increase the engine’s power. However, this approach rapidly drives up the engine’s weight and also results in cooling challenges for the downstream rows of cylinders. The most powerful piston aircraft engine ever built was the Lycoming XR-7755, which had 36 cylinders and a shaft power output of 5,000 hp (3,700 kW). However, with the advent of jet engines, which offered better performance and efficiency, the XR-7755 project was eventually discontinued, and no aircraft were ever powered by this engine in operational service.

Modern piston aero-engines for aircraft are usually flat and horizontally opposed, as shown in the figure below. The horizontally opposed engine configuration is also known as a “boxer” or “flat” engine. In this design, the cylinders are arranged in two banks on opposite sides of the crankshaft, forming a flat and wide configuration, which allows for a more streamlined and aerodynamic profile. This is important for minimizing drag and also allows for efficient air cooling. Several manufacturers, including Lycoming, Teledyne Continental, and Rotax, produce piston engines suitable for aircraft use. They are manufactured with 4, 6, or 8 cylinders with power ratings from about 125 hp (147 kW) to 600 hp (441 kW). They also come in normally aspirated and supercharged (i.e., forced induction) forms and carbureted or fuel-injected variants; fuel injection is used for higher-performance engines.

A 6-cylinder horizontally opposed reciprocating (piston) engine for aircraft use. The engine drives a propeller mounted directly to the crankshaft.

Superchargers and turbochargers are forced induction systems used in aircraft engines to increase the intake air pressure, allowing for better combustion and improved engine performance. Supercharging or turbocharging (or both) may be used to increase the power of a piston engine and maintain its power output to higher flight altitudes; this is a good solution for higher-performance aircraft despite the penalty of some extra engine weight and maintenance costs.

As shown in the figure below, superchargers are mechanically driven by the engine, typically through a belt connected to an accessory drive from the crankshaft. The engine’s exhaust gases drive turbochargers, consisting of a turbine and a compressor connected by a shaft. The exhaust gas spins the turbine, which, in turn, rotates the compressor and forces more air into the engine and, hence, into the fuel management system. Turbochargers are generally more efficient than superchargers because they harness waste energy from the exhaust gases. Superchargers and turbochargers have been used to maintain the power output from aero-engines. On some of the earlier high-powered radial engines, they were both combined in a system known as a “turbo-supercharger.”

Superchargers and turbochargers can maintain the power output from aero-engines to higher flight altitudes.

While modern piston aero-engines are mechanically reliable and robust, one concern is that they are relatively heavy compared to their power output. Their power-to-weight ratios are relatively low, which are only about 0.2 hp/lb (0.33 kW/kg) to 0.4 hp/lb (0.66 kW/kg). Therefore, when such engines are required to produce higher power levels, they can become prohibitively heavy for use on an aircraft. This reason is why a turboshaft engine is usually necessary to drive a propeller (i.e., a turboprop) after a specific power requirement for flight is reached. A turboprop has a much better power-to-weight ratio of about 0.8 hp/lb (1.32 kW/kg) to 1.2 hp/lb (1.97 kW/kg). While turboshaft engines have a higher capital and maintenance cost per power unit, their better specific fuel consumption and reliability make them very attractive for larger propeller-driven aircraft.

Check Your Understanding #1 – Quantifying a unit of horsepower

The output at the shaft of an engine is often measured in “horsepower,” which is given the unit symbol “hp.” This unit is attributed to the Scottish engineer James Watt, who wanted to compare the power output of his steam engines to what horses could do to help market the engines. Watt did various experiments and determined that a typical farm horse could, on average, steadily lift a 600 lb weight over a pulley system for an average distance of 63.9 feet in an average of about 69 seconds. Using this information, explain how James Watt came up with the result that one hp = 550 ft-lb s^{-1}.

Show solution/hide solution.

The work done by the farm horse will be the force it pulls \bigtimes the distance it pulls it, so with a weight W of 600 lb hanging over a simple pulley, that is also the force applied. Therefore, F = W and

    \[ \mbox{Work} = F \times d = W \times d= 600 \times 63.9 = 38,340~\mbox{ft-lb}\]

Power is the rate of doing work, so work per unit time, i.e.,

    \[ \mbox{Power} = \frac{\mbox{Work}}{\mbox{time}} = \frac{38,340}{69} = 555.65~\mbox{ft-lb s$^{-1}$} \]

This latter value is roughly the power produced by a horse, and James Watt settled on one hp = 550 ft-lb s^{-1}.

Note: Watt was not worried about accuracy. All he wanted was a simple but representative quantitative measure of the power delivered by a horse relative to what his steam engines could produce so that he could market his engines more effectively. In addition, the term made sense to farmers and others using horses to move equipment, etc., and so for a steam engine of 10 hp, the purchaser knew they were buying a machine equivalent to what could be done by ten horses. The unit of “horsepower” has since stuck, and today, it is still used almost universally as a measurement unit of power output.

Principle of Operation

The principle of operation of a reciprocating piston internal combustion engine is based on the Otto cycle, as shown in the figure below. The up and down movement of the piston is synchronized with the opening and closing of the two valves (intake and exhaust) by using a cam, which allows the sequential entry of the fuel/air mixture, followed by the compression and combustion process, and then the exit of the exhaust gases.

The principle of a reciprocating piston internal combustion engine is based on the Otto cycle—left-to-right: Intake stroke, compression stroke, power stroke, exhaust stroke.

In summary, the operation of the engine consists of four cycles (or strokes), as shown in the animation below, namely:

  1. In the intake stroke, the piston moves down the cylinder, and the cam opens the intake valve. A carburetor or fuel injection system draws the air and fuel mixture into the cylinder.
  2. The compression stroke is where the intake and exhaust valves are shut. The upward-moving piston then compresses the fuel/air mixture to the point that it will support combustion.
  3. The power stroke is where a spark plug ignites the compressed mixture. The resulting flame front and expanding gases (called deflagration) progressively force the piston downward in the cylinder to drive the crankshaft.
  4. The exhaust stroke is where the exhaust valve opens, and the upward-moving piston forces the combustion products out from the cylinder before the entire four-stroke process starts again.
Animation of the four strokes of a reciprocating gasoline engine based on the Otto cycle.

A piston engine may also work on the principle of the Diesel cycle, where the much higher compression in the cylinder raises the temperatures sufficiently to cause the fuel to burn without using a spark plug. Another advantage of a diesel engine is its better thermal efficiency and lower specific fuel consumption. In many countries, diesel fuel is also less expensive than gasoline.

Effects on Power

For a piston engine, the power from the engine P to the crankshaft (the so-called shaft brake power) is given by

(1)   \begin{equation*} P \, \propto \left( d \, \times p_e \times {\rm rpm} \right) \end{equation*}

where d is the total displacement or swept volume, p_e is the mean effective pressure (pressure in the cylinders), and rpm is the crankshaft revolutions per minute. The swept volume by the piston as it moves up and down inside the cylinder equals the displacement of one cylinder, so the total engine displacement is that value times the number of cylinders, e.g., 5.9 liters (5,900 cc) or 360 cubic inches.

Detailed dynamometer testing is typically conducted to assess an engine’s performance accurately, considering various parameters and conditions. Also, the specific configuration and characteristics of the engine, as well as any forced induction systems (like superchargers or turbochargers), can influence the overall power output. The name “brake” power comes from the fact that the power is measured using a brake type of dynamometer, which provides a resistance or braking torque at the engine shaft. Remember that a torque, Q, is the product of a force times a distance, so it has units of work. Power is the rate of doing work, so the power, P, at the shaft is the product of the torque and angular velocity of the shaft, i.e., P = Q \, \Omega.

Power Limitations

It will be apparent from Eq. 1 that the power out from the engine can be increased by:

  1. Increasing the swept volume, i.e., by increasing the cylinder bore, stroke, number of cylinders, or all of these things.
  2. Increasing the pressure in the cylinder by the appropriate design of the combustion chamber and/or the piston shape or by turbocharging the air entering the cylinders.
  3. Running the engine at a higher rpm. However, in part, rpm will be limited by keeping the propeller’s tip Mach number below the speed of sound.

There is a practical limit to all of these things, partly by the allowable mechanical stresses and temperatures in the engine to prevent failure. To a large extent, the design of a piston engine comes down to the selection of high-strength and/or high-temperature metals and appropriate metallurgy to give the engine good operational reliability and durability, especially for the exhaust valves. On aviation engines, which run at high power settings and high average temperatures, the exhaust valves are often sodium-filled, which improves thermal conduction away from the valve stems and seats and keeps the engine cooler. The maximum attainable rpm of the engine will also be limited by the propeller tip speed, which should be kept below the speed of sound (Mach 1) to maintain its propulsive efficiency and keep noise levels down. Propellers with high tip speeds that approach the speed of sound are also always very noisy.

Altitude Effects

As the flight altitude of the airplane changes, so does the engine power available, as shown in the figure below.  Lower air density affects the amount of oxygen available for combustion in the engine cylinders. Because the power output of an engine is directly related to the amount of oxygen available for combustion, a decrease in air density leads to reduced engine performance. Engines also rely on the pressure difference between the outside air and the combustion chamber to facilitate the intake of air and the expulsion of exhaust gases. Reduced atmospheric pressure at higher altitudes can impact the efficiency of these processes, affecting engine performance. While lower temperatures can be beneficial for engine cooling, they also influence combustion efficiency. Cooler air can result in better air-fuel mixture density, but it may also affect fuel vaporization, potentially impacting combustion efficiency. So, the power output decreases or lapses with increasing density altitude.

The effects of altitude on both normally-aspirated and supercharged engines. While supercharging can maintain power to higher altitudes, it comes at the price of weight, cost, and maintenance.

An approximation for the effects of density altitude on the power output of a normally aspirated (non-supercharged) piston engine is to assume that

(2)   \begin{equation*} \frac{P_{\rm alt}}{P_{\rm MSL}} = \frac{\varrho}{\varrho_0} = \sigma \end{equation*}

where P_{\rm alt} is the power available at altitude and P_{\rm MSL} is the power available at mean sea level conditions. Remember that the density ratio, \sigma, of the air, which is a surrogate measure of the oxygen content, can be calculated using the ISA model from measurements of pressure altitude and outside air temperature at that altitude. An empirical correction for a normally aspirated engine that is often used in practice is

(3)   \begin{equation*} \frac{P_{\rm alt}}{P_{\rm MSL}} = 1.132 \left( \frac{\varrho}{\varrho_0} \right) - 0.132 \end{equation*}

Supercharging

It can also be seen that supercharging can maintain the rated power of a piston engine at much higher altitudes. This outcome is obtained because a supercharger increases the pressure and density of the air supplied to the engine intake, i.e., boosting the manifold pressure and the oxygen content of the inducted air. The consequence is that more fuel can be burned, thereby increasing the power available from the engine at lower altitudes as well as maintaining that power at higher altitudes.

There may be a further boost in engine power as the flight speed V_{\infty} increases. The pressure of the air p_e entering the engine will generally increase by an amount proportional to the dynamic pressure, i.e., \frac{1}{2} \varrho V_{\infty}^2. Therefore, the power from the engine increases somewhat from a ram air effect. Ram air can be significant for some aircraft, especially those flying at airspeeds above 250 kts. However, pressure losses in the ducting between the air intake and the engine tend to reduce the significance of this potentially beneficial effect. Nowadays, reciprocating engines are used for lower-speed general aviation aircraft, so the ram air effect can usually be ignored as far as it might affect the engine performance. From a design perspective, relying on ram air effects at any airspeed would be inadvisable when sizing an engine to an airframe.

Engine Performance Charts

The engine manufacturers provide detailed charts to allow engineers to calculate shaft power available at any combination of altitude and temperature, an example being shown in the figure below. Notice that there are two sides to this chart, the left side being the mean sea-level (MSL) power output performance and the right being the performance at altitude.

This is a piston engine performance chart for a normally aspirated Lycoming IO-360. The left side of the chart can determine MSL power output performance, while the right side determines power output at altitude.

The instructions on the chart explain how it is used to determine the brake power of the engine. This chart differs from what pilots would use in flight, but engineers use it to estimate the available engine power under different flight conditions. All of the needed measurements to determine power output can be made using the chart. Measurements of the pressure altitude, engine rpm, manifold pressure, and outside air temperature can be made using standard cockpit instruments, which is very useful from a flight test perspective.

The power available at the engine shaft (the brake horsepower or bhp) can be determined given measurements of the following:

  1. Pressure altitude can be measured directly on the altimeter by setting the reference pressure in the Kollsman window to MSL standard conditions of 29.92 inches of Hg.
  2. Air temperature would be measured in flight using an appropriately calibrated outside air temperature (OAT) gauge.
  3. Engine rpm, which would be measured using a tachometer. While a tachometer is part of the standard cockpit instruments, an optical tachometer that counts the passage of the propeller blades is more accurate.
  4. Manifold pressure can be measured on the manifold pressure gauge, which is also part of the standard cockpit instruments.

The process starts by entering the left chart (MSL performance) at the bottom using the manifold pressure measurement, then reading up to point B on the lines of constant engine rpm. Notice that interpolation will generally be required. Reading across to the right to the axis and to point C gives the engine brake power at MSL standard conditions.

The next part of the process is establishing the engine performance at altitude, which is done using the right-side chart. After carrying point C onto the left chart, a straight line is connected between points C and A, point A being at the appropriate point on the rpm and manifold pressure map. To find the power available for a given pressure altitude, it is necessary to move along the line AC. Reading to the left axis will give the brake power output at altitude under standard temperature conditions. Finally, there is a minor correction for non-standard temperatures (the formula is shown on the chart) to give the final brake power output at point F. Notice again that interpolation will be required throughout this process.

Engine Designators

Aircraft piston engines usually have a designator, e.g., IO-360-A. The question is, what does this mean? However, decoding the designator is easy! The prefix “O” means horizontally opposed. The prefix “I” stands for fuel injection. The “360” is the swept volume of the pistons in cubic inches. The “A” is just a model of the engine, typically configured for a specific aircraft. An “AIO” prefix means the engine is also qualified for aerobatics because it has an oil system capable of inverted flight.

Brake Specific Fuel Consumption (BSFC)

The efficiency of a piston engine is measured in terms of its power-specific or brake-specific fuel consumption (BSFC), which is often given the symbol c_b. The BSFC measures the fuel used (in units of mass or weight) per unit of power supplied (in hp or kW) per unit time of engine operation (usually one hour). BSFC is used as a measure of the fuel efficiency of any engine that burns fuel and produces rotational or shaft power.

The BSFC is defined as

(4)   \begin{equation*} {\rm BSFC} = c_b = \frac{\mbox{Weight of fuel consumed}}{\mbox{(Unit power output)} \mbox{(Unit time)}} \end{equation*}

The units of BSFC are typically in lb hp^{-1} hr^{-1} in the U.S. customary system, or kg kW^{-1} hr^{-1} or grams per kilowatt-hour (g/kWh) in the SI system. Notice that the unit of mass (kilogram or grams) is used in the SI units of BSFC, an anomaly of the SI system. However, the time unit is hours in both cases.

For a piston engine used on an aircraft, the values of BSFC are typically in the range of 0.4 to 0.6 lb hp^{-1} hr^{-1} (0.24 to 0.37 kg/kWh), as shown in the figure below. These values are approximate and can vary based on factors such as engine design, operating conditions (e.g., cruising, takeoff, climb), and the specific model of the engine. Additionally, advancements in engine technology may lead to improved fuel efficiency compared to older engines.

BSFC for a normally-aspirated aircraft piston engine. The best BSFC occurs at sea level and the rated operating rpm of the engine (2,650 rpm). The various colored lines correspond to different operating altitudes.

There is usually some dependence of BSFC on flight altitude, with the values increasing somewhat. Notice that the best (lowest) BSFC is obtained when the engine is operating at or near its rated rpm and power output. Today, the best performing and highest efficiency piston engines are supercharged types of diesel, which have better thermal efficiencies and BSFC values in the 0.45 to 0.7 lb hp^{-1} hr^{-1} range (0.27 to 0.43 kg/kWh).

 

Check Your Understanding #2 – Estimating the power required for flight

A general aviation airplane with a piston engine driving a propeller has an in-flight weight of 2,105 lb and is cruising at a true airspeed of 120 kts. The lift-to-drag ratio of the airplane is 8.59. If the propeller has an efficiency, \eta_p, of 0.78, then how much brake horsepower is required for flight?

Show solution/hide solution.

In level flight then L = W and T = D, so the thrust required for flight, T, will be

    \[ T = \frac{W}{L/D} = \frac{2,105}{8.59} = 245.0~\mbox{lb} \]

where L/D is the lift-to-drag ratio of the airplane. We are given the true airspeed, V_{\infty}, in kts (knots), which needs to be converted to ft/s, i.e., 120 kts = 202.54 ft/s. The power required, P_{\rm req}, will be

    \[ P_{\rm req} = \frac{ T \, V_{\infty}}{\eta_p} = \frac{245.0 \times 202.54}{0.78} = 63618.3~\mbox{ft-lb/s} \]

Converting to horsepower (hp) by dividing by 550 gives P_{\rm req} = 115.7 hp.

The problem can also be worked in SI units. A true airspeed of 120 kts = 61.73 m/s and a thrust of 245.0 lb equals 1,090 N. Therefore, the brake power required is

    \[ P_{\rm req} = \frac{ T \, V_{\infty}}{\eta_p} = \frac{1,090 \times 61.73}{0.78} = 86.25~\mbox{kW} \]

Summary & Closure

The reciprocating piston engine, coupled with a propeller, remains a cornerstone in the propulsion of low to moderate-performance aircraft. Its robustness and affordability ensure that it remains accessible and reliable, particularly for general aviation and certain classes of UAVs. The engine’s good propulsive efficiency, relatively low fuel consumption, and overall mechanical reliability contribute to its continued use in various applications, providing an economical and effective solution for many aviation needs. However, as aircraft size and performance demands increase, the limitations of the reciprocating piston engine become more apparent. Its lower power-to-weight ratio constrains its applicability in larger and more demanding aircraft operations. This limitation has driven the adoption of turboprop engines, which offer a higher power output and better scalability for larger airplanes. Turboprops also bridge the gap between piston engines and jet engines, providing an optimal balance of power, efficiency, and operational flexibility for larger airplanes. While reciprocating piston engines will continue to play a vital role in aviation, particularly in general aviation and specialized applications, the progression to more advanced propulsion systems like turboprops ensures that the aviation industry can meet the growing demands for higher performance and greater efficiency in larger aircraft.

5-Question Self-Assessment Quickquiz

For Further Thought/Discussion

  • In a trade study of choosing a reciprocating engine versus a gas turbine engine to power a new airplane, consider the power-to-weight ratio of each engine and try to establish a crossover point where the piston engine may prove too heavy.
  • What might be the trades in using a smaller propeller with a larger number of blades versus a larger propeller with fewer blades? Discuss.
  • How does an aircraft piston engine differ from an automobile engine?
  • What are the different types of cooling systems used in aircraft piston engines?
  • What factors influence the performance and efficiency of an aircraft piston engine?
  • Explain the concept of power-to-weight ratio in relation to aircraft piston engines.
  • What are the advantages and disadvantages of aircraft piston engines compared to turbine engines?
  • Can you name some famous aircraft piston engines and their notable applications?
  • How has aircraft piston engine technology evolved, and what are the prospects for this type of engine?

Other Useful Online Resources

  • You can learn in this ERAU video about the components of a piston engine powerplant used on a Cessna.
  • A good video on the 4-strokes of the piston engine.
  • For a video explanation of the piston engine, you can check out this WWII training video on Piston Aircraft Engine Types.
  • Watch an animation of how a rotary engine works.
  • An older but excellent film on how airplane propellers work.
  • A video explaining the differences between superchargers and turbochargers.
  • Propellers in action: Here is an excellent video of the coaxial propellers used on the Antonov An-70.
  • Wankel engine versus radial engine versus rotary piston engine explained.
  • Explained! Turbocharging versus supercharging in WWII airplanes.

License

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Introduction to Aerospace Flight Vehicles Copyright © 2022–2024 by J. Gordon Leishman is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License, except where otherwise noted.

Digital Object Identifier (DOI)

https://doi.org/https://doi.org/10.15394/eaglepub.2022.1066.n31