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Propulsion
Propulsion
from Wikipedia
Armadillo Aerospace's quad rocket vehicle showing shock diamonds in the exhaust plume from its propulsion system

Propulsion is the generation of force by any combination of pushing or pulling to modify the translational motion of an object, which is typically a rigid body (or an articulated rigid body) but may also concern a fluid.[1] The term is derived from two Latin words: pro, meaning before or forward; and pellere, meaning to drive.[2] A propulsion system consists of a source of mechanical power, and a propulsor (means of converting this power into propulsive force).

Plucking a guitar string to induce a vibratory translation is technically a form of propulsion of the guitar string; this is not commonly depicted in this vocabulary, even though human muscles are considered to propel the fingertips. The motion of an object moving through a gravitational field is affected by the field, and within some frames of reference physicists speak of the gravitational field generating a force upon the object, but for deep theoretic reasons, physicists now consider the curved path of an object moving freely through space-time as shaped by gravity as a natural movement of the object, unaffected by a propulsive force (in this view, the falling apple is considered to be unpropelled, while the observer of the apple standing on the ground is considered to be propelled by the reactive force of the Earth's surface).

Biological propulsion systems use an animal's muscles as the power source, and limbs such as wings, fins or legs as the propulsors. A technological system uses an engine or motor as the power source (commonly called a powerplant), and wheels and axles, propellers, or a propulsive nozzle to generate the force. Components such as clutches or gearboxes may be needed to connect the motor to axles, wheels, or propellers. A technological/biological system may use human, or trained animal, muscular work to power a mechanical device.

Influencing rotational motion is also technically a form of propulsion, but in speech, an automotive mechanic might prefer to describe the hot gasses in an engine cylinder as propelling the piston (translational motion), which drives the crankshaft (rotational motion), the crankshaft then drives the wheels (rotational motion), and the wheels propel the car forward (translational motion). In common speech, propulsion is associated with spatial displacement more strongly than locally contained forms of motion, such as rotation or vibration. As another example, internal stresses in a rotating baseball cause the surface of the baseball to travel along a sinusoidal or helical trajectory, which would not happen in the absence of these interior forces; these forces meet the technical definition of propulsion from Newtonian mechanics, but are not commonly spoken of in this language.

Vehicular propulsion

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Air propulsion

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A turboprop-engined Tupolev Tu-95

An aircraft propulsion system generally consists of an aircraft engine and some means to generate thrust, such as a propeller or a propulsive nozzle.

An aircraft propulsion system must achieve two things. First, the thrust from the propulsion system must balance the drag of the airplane when the airplane is cruising. And second, the thrust from the propulsion system must exceed the drag of the airplane for the airplane to accelerate. The greater the difference between the thrust and the drag, called the excess thrust, the faster the airplane will accelerate.[2]

Some aircraft, like airliners and cargo planes, spend most of their life in a cruise condition. For these airplanes, excess thrust is not as important as high engine efficiency and low fuel usage. Since thrust depends on both the amount of gas moved and the velocity, we can generate high thrust by accelerating a large mass of gas by a small amount, or by accelerating a small mass of gas by a large amount. Because of the aerodynamic efficiency of propellers and fans, it is more fuel efficient to accelerate a large mass by a small amount, which is why high-bypass turbofans and turboprops are commonly used on cargo planes and airliners.[2]

Some aircraft, like fighter planes or experimental high speed aircraft, require very high excess thrust to accelerate quickly and to overcome the high drag associated with high speeds. For these airplanes, engine efficiency is not as important as very high thrust. Modern combat aircraft usually have an afterburner added to a low bypass turbofan. Future hypersonic aircraft may use some type of ramjet or rocket propulsion.[2]

Ground

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Wheels are commonly used in ground propulsion

Ground propulsion is any mechanism for propelling solid objects along the ground, usually for the purposes of transportation. The propulsion system often consists of a combination of an engine or motor, a gearbox and wheel and axles in standard applications.

The development of the steam engine and internal combustion engine allowed for the development of rail vehicles and motor vehicles, all of which have some form of a powertrain. The electric motor allowed for quieter vehicles with lower emissions, and frequently higher engine efficiency.

Maglev

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Transrapid 09 at the Emsland test facility in Germany

Maglev (derived from magnetic levitation) is a system of transportation that uses magnetic levitation to suspend, guide and propel vehicles with magnets rather than using mechanical methods, such as wheels, axles and bearings. With maglev a vehicle is levitated a short distance away from a guide way using magnets to create both lift and thrust. Maglev vehicles are claimed to move more smoothly and quietly and to require less maintenance than wheeled mass transit systems. It is claimed that non-reliance on friction also means that acceleration and deceleration can far surpass that of existing forms of transport. The power needed for levitation is not a particularly large percentage of the overall energy consumption; most of the power used is needed to overcome air resistance (drag), as with any other high-speed form of transport.

Marine

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A view of a ship's engine room

Marine propulsion is the mechanism or system used to generate thrust to move a ship or boat across water. While paddles and sails are still used on some smaller boats, most modern ships are propelled by mechanical systems consisting of a motor or engine turning a propeller, or less frequently, in jet drives, an impeller. Marine engineering is the discipline concerned with the design of marine propulsion systems.

Steam engines were the first mechanical engines used in marine propulsion, but have mostly been replaced by two-stroke or four-stroke diesel engines, outboard motors, and gas turbine engines on faster ships. Nuclear reactors producing steam are used to propel warships and icebreakers, and there have been attempts to utilize them to power commercial vessels. Electric motors have been used on submarines and electric boats and have been proposed for energy-efficient propulsion.[3] Recent development in liquified natural gas (LNG) fueled engines are gaining recognition for their low emissions and cost advantages.

Space

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A remote camera captures a close-up view of a Space Shuttle main engine during a test firing at the John C. Stennis Space Center in Hancock County, Mississippi

Spacecraft propulsion is any method used to accelerate spacecraft and artificial satellites. There are many different methods including pumps.[4] Each method has drawbacks and advantages, and spacecraft propulsion is an active area of research. However, most spacecraft today are propelled by forcing a gas from the back/rear of the vehicle at very high speed through a supersonic de Laval nozzle. This sort of engine is called a rocket engine.

All current spacecraft use chemical rockets (bipropellant or solid-fuel) for launch, though some (such as the Pegasus rocket and SpaceShipOne) have used air-breathing engines on their first stage. Most satellites have simple reliable chemical thrusters (often monopropellant rockets) or resistojet rockets for orbital station-keeping and some use momentum wheels for attitude control. Soviet bloc satellites have used electric propulsion for decades, and newer Western geo-orbiting spacecraft are starting to use them for north–south stationkeeping and orbit raising. Interplanetary vehicles mostly use chemical rockets as well, although a few have used ion thrusters and Hall-effect thrusters (two different types of electric propulsion) to great success.

Cable

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A cable car is any of a variety of transportation systems relying on cables to pull vehicles along or lower them at a steady rate. The terminology also refers to the vehicles on these systems. The cable car vehicles are motor-less and engine-less and they are pulled by a cable that is rotated by a motor off-board.

Animal

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A bee in flight

Animal locomotion, which is the act of self-propulsion by an animal, has many manifestations, including running, swimming, jumping and flying. Animals move for a variety of reasons, such as to find food, a mate, or a suitable microhabitat, and to escape predators. For many animals the ability to move is essential to survival and, as a result, selective pressures have shaped the locomotion methods and mechanisms employed by moving organisms. For example, migratory animals that travel vast distances (such as the Arctic tern) typically have a locomotion mechanism that costs very little energy per unit distance, whereas non-migratory animals that must frequently move quickly to escape predators (such as frogs) are likely to have costly but very fast locomotion. The study of animal locomotion is typically considered to be a sub-field of biomechanics.

Locomotion requires energy to overcome friction, drag, inertia, and gravity, though in many circumstances some of these factors are negligible. In terrestrial environments gravity must be overcome, though the drag of air is much less of an issue. In aqueous environments however, friction (or drag) becomes the major challenge, with gravity being less of a concern. Although animals with natural buoyancy need not expend much energy maintaining vertical position, some will naturally sink and must expend energy to remain afloat. Drag may also present a problem in flight, and the aerodynamically efficient body shapes of birds highlight this point. Flight presents a different problem from movement in water however, as there is no way for a living organism to have lower density than air. Limbless organisms moving on land must often contend with surface friction, but do not usually need to expend significant energy to counteract gravity.

Newton's third law of motion is widely used in the study of animal locomotion: if at rest, to move forward an animal must push something backward. Terrestrial animals must push the solid ground; swimming and flying animals must push against a fluid (either water or air).[5] The effect of forces during locomotion on the design of the skeletal system is also important, as is the interaction between locomotion and muscle physiology, in determining how the structures and effectors of locomotion enable or limit animal movement.

See also

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References

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Revisions and contributorsEdit on WikipediaRead on Wikipedia
from Grokipedia
Propulsion is the process of generating a force to drive or push an object forward against resistive forces such as drag or , typically achieved by accelerating a mass of , , or working medium in the opposite direction to produce in accordance with Newton's third law of motion. A propulsion system functions as a that converts from a source into , enabling motion in diverse environments including air, water, land, and space. The fundamental principles of propulsion are rooted in and , where is quantified by the equation F=m˙veF = \dot{m} v_e, with FF as , m˙\dot{m} as the of the exhaust, and vev_e as the exhaust relative to the vehicle. Efficiency in propulsion systems is evaluated through metrics such as (IspI_{sp}), which measures the impulse per unit of consumed, and overall , combining and propulsive components to optimize use against losses like drag. Newton's also plays a key role, as sustained must balance drag for steady motion or exceed it for . Propulsion technologies are broadly categorized into air-breathing systems, which draw oxygen from the atmosphere for , and non-air-breathing systems, which carry all necessary reactants. Air-breathing types include propellers for low-speed efficiency by accelerating large air masses slowly, turbojets and turbofans for high-speed flight via combustion and turbine-driven exhaust, and ramjets for supersonic speeds where incoming air is dynamically compressed. Non-air-breathing systems encompass chemical rockets, which expel high-velocity products for and maneuvering; electric propulsion, such as ion thrusters that ionize and accelerate propellants using for high-efficiency, low-thrust operations; and propellant-less methods like solar sails that harness for long-duration missions without onboard fuel. Marine and terrestrial propulsion often relies on screw propellers driven by diesel or electric engines, while hybrid systems combine multiple approaches for versatility. In applications, propulsion systems power for efficient subsonic to hypersonic , rockets for orbital insertion and interplanetary , ships for global commerce, and vehicles for , accounting for approximately 30% of global consumption due to their role in transportation. Advancements focus on improving specific fuel consumption—such as 16 g/s/kN for modern turbofans versus 240 g/s/kN for rockets—and developing sustainable alternatives like electric and hybrid-electric systems to reduce environmental impact. Key components in jet and engines include compressors or pumps to pressurize propellants, combustors for release, turbines to extract work, and nozzles to direct exhaust for maximum .

Fundamentals of Propulsion

Definition and Principles

Propulsion is the process of generating a force, known as thrust, to drive or propel an object forward through a medium such as air or water, or in the vacuum of space. This action involves accelerating a working fluid or mass to produce motion, distinguishing it from traction-based movement, which depends on friction or direct contact with a surface for locomotion, such as wheels gripping a road. The historical roots of propulsion concepts date to ancient mechanical principles, including ' work on levers in the BCE, which demonstrated amplification for moving objects and influenced later designs. In the , Isaac Newton's formalized the scientific foundations, with the second linking to the product of and , and the third explaining action-reaction pairs critical to many propulsion mechanisms. Practical advancements emerged in the 18th and 19th centuries, exemplified by James Watt's 1769 patent for an improved , which doubled efficiency over prior designs and powered early industrial and transport applications. The scope of propulsion spans diverse systems, including mechanical devices like or internal engines, chemical reactions in rockets, electrical methods such as ion drives, and biological processes involving , though the focus here excludes in-depth biological details or specific implementations. At its core, propulsion adheres to Newton's second law, F=maF = m a, where FF accelerates the propelled mm at rate aa; in practice, this often entails a that, when accelerated (e.g., via expulsion or fluid interaction), generates the net forward force without relying on constant . Systems may briefly reference reaction propulsion, which expels for via action-reaction, versus non-reaction types interacting with an external medium, though specifics are addressed elsewhere.

Thrust Generation

in propulsion systems arises as a reaction , governed by the conservation of principle, which states that the total of a remains constant unless acted upon by external . In a propulsion context, this manifests when a system expels (such as exhaust gases) at high velocity, imparting an equal and opposite change to the , thereby generating forward . The impulse-momentum theorem quantifies this relationship as Δp=FΔt\Delta p = F \Delta t, where Δp\Delta p is the change in , FF is the , and Δt\Delta t is the time interval; for continuous operation, FF the rate of change, F=m˙veF = \dot{m} v_e, with m˙\dot{m} as the and vev_e as the exhaust velocity relative to the . Energy sources for propulsion convert stored potential into to accelerate the expelled mass. Chemical energy, derived from fuel , dominates traditional systems by rapidly releasing to heat and expand propellants. Electrical energy, from batteries or motors, powers ion thrusters by accelerating charged particles electrostatically. Nuclear energy, via fission reactors, provides sustained thermal or electrical output for high-efficiency drives, while , captured by photovoltaic arrays, enables low-thrust electric propulsion in sunlit regions. These conversions are limited by the source's and the system's ability to direct output into directed . Propulsive efficiency measures how effectively thrust propels the relative to total energy input, defined for many systems as η=2vv+ve\eta = \frac{2v}{v + v_e}, where vv is the vehicle speed and vev_e is the exhaust velocity; this peaks near vvev \approx v_e, balancing loss in the wake. Specific impulse IspI_{sp}, a key performance metric, quantifies efficiency as Isp=veg0I_{sp} = \frac{v_e}{g_0}, with g0g_0 as (9.81 m/s²), representing thrust per unit propellant weight flow and often expressed in seconds; higher IspI_{sp} indicates better fuel economy, as in engines exceeding 3000 s versus chemical rockets around 450 s. Thrust magnitude depends on the surrounding medium's , which influences intake and exhaust dynamics in fluid-based systems, reducing effective in low-density environments like high altitudes. Temperature affects gas expansion and molecular speeds, altering exhaust and thus transfer, while drag from the medium opposes net forward , requiring higher to maintain . The , critical for system viability, is calculated as P/W=(Fv)/(mg0)P/W = (F \cdot v)/ (m g_0), where PP is power output, WW is weight, mm is , and vv is speed; this ratio determines acceleration capability, with values above 1 enabling rapid maneuvers in applications.

Propulsion by Reaction

Jet Propulsion

Jet propulsion operates by accelerating a mass of ambient fluid, typically air in atmospheric conditions, rearward to generate forward through Newton's third law. In gas turbine-based systems, the core mechanism involves four primary stages: intake, where air is drawn into the engine; compression, where the air is pressurized by rotating blades; , where fuel is injected and ignited to the compressed air at nearly constant ; and exhaust, where the high-energy gases expand through a and to produce . This process follows the Brayton thermodynamic cycle, which models the ideal operation of such engines. The cycle consists of isentropic compression (increasing and temperature without transfer), isobaric addition ( raising temperature at constant ), isentropic expansion (extracting work in the ), and isobaric rejection (exhaust cooling). On a - (p-V) diagram, the cycle appears as a closed loop: process 1-2 (isentropic compression) follows an adiabatic curve upward to higher and lower ; 2-3 (isobaric addition) moves horizontally rightward at constant to larger ; 3-4 (isentropic expansion) curves downward to lower and larger ; and 4-1 (isobaric rejection) returns horizontally leftward to the starting point. The enclosed area represents the net work output, which translates to in propulsion applications. The thrust generated by a jet engine derives from the conservation of momentum applied to the fluid flow through the engine. Considering a control volume around the engine, the net force (thrust) equals the rate of momentum outflow minus inflow, plus any pressure imbalance at the exit. For steady flow, this yields the general thrust equation: T=m˙evem˙0v0+(pep0)AeT = \dot{m}_e v_e - \dot{m}_0 v_0 + (p_e - p_0) A_e where m˙\dot{m} is the mass flow rate, vv is the velocity (with subscripts ee for exhaust and 00 for inlet), pp is pressure, and AeA_e is the exhaust area. In most jet engines, m˙em˙0=m˙\dot{m}_e \approx \dot{m}_0 = \dot{m} due to fuel mass being negligible, simplifying to T=m˙(vev0)+(pep0)AeT = \dot{m} (v_e - v_0) + (p_e - p_0) A_e. This equation highlights that thrust increases with higher exhaust velocity relative to inlet velocity and mass flow, optimized by the engine's thermodynamic efficiency. Common types of jet engines include the , which provides pure reaction thrust by accelerating all ingested air through the core for high-speed performance; the , which improves efficiency by bypassing a portion of the air around the core via a large front fan, reducing and use for subsonic to flight; and the , a supersonic variant with no moving parts, where incoming air is compressed solely by the vehicle's high speed (typically above Mach 2) before and exhaust. The dominates modern due to its enhancing , while ramjets suit specialized high-speed applications. The pioneering flight of a jet-powered occurred on May 15, 1941, using Frank Whittle's engine in the , marking the practical realization of continuous propulsion. Jet propulsion finds primary application in aircraft, where efficiency peaks at flight speeds from Mach 0.8 (high subsonic) for turbofans to Mach 2.0 (supersonic) for turbojets and ramjets, balancing thermodynamic and propulsive efficiencies before drag rises sharply. Thrust-specific fuel consumption (TSFC), defined as fuel mass flow rate per unit thrust (typically in lb/(lbf·h)), serves as a key efficiency metric; for example, modern high-bypass turbofans achieve TSFC around 0.5, enabling long-range commercial flights, while turbojets exhibit higher values (0.8–1.0) suited to military intercepts. These systems excel in atmospheric media by leveraging ambient air, contrasting with self-contained alternatives.

Rocket Propulsion

Rocket propulsion relies on the reaction principle, where is generated by expelling high-velocity exhaust gases produced from the of self-contained propellants, making it ideal for operation in the of or at high altitudes without reliance on atmospheric oxygen. In a typical chemical , liquid or solid propellants consisting of and oxidizer are mixed and ignited in a , creating hot, high-pressure gases that are accelerated through a to produce directed exhaust. The , a converging-diverging , optimizes this process by first constricting the flow to sonic speeds at the (Mach 1) and then expanding it supersonically in the diverging section, converting into for maximum exhaust velocity while minimizing losses. This mechanism enables efficient generation, with the nozzle's tailored to conditions—higher ratios for performance. Rocket engines are classified by propellant type and energy source, each suited to specific mission profiles emphasizing high thrust for launch or sustained low-thrust efficiency for deep space. Solid rocket engines use a pre-mixed solid propellant grain that burns progressively from the surface, offering simplicity, high initial thrust-to-weight ratios, and reliability but lacking throttle or restart capability once ignited. Liquid bipropellant engines, such as those using (LOX) and refined petroleum (), provide high through separate storage and pumped delivery of and oxidizer, allowing throttling, restart, and precise ratios for optimized . Hybrid engines combine a solid grain with a liquid or gaseous oxidizer, inheriting and storability from solids while enabling throttling by controlling oxidizer flow, though they generally offer moderate efficiency without superior thrust over pure chemical variants. Electric variants, including ion thrusters and thrusters, ionize and accelerate propellants like using electrostatic or electromagnetic fields, delivering low (0.1–55 mN) but exceptionally high (200–3,000 seconds) for -efficient, long-duration maneuvers in space. The performance of rocket propulsion is fundamentally described by the Tsiolkovsky rocket equation, which quantifies the maximum change in velocity (Δv) achievable from a given propellant mass: Δv=veln(m0mf)\Delta v = v_e \ln \left( \frac{m_0}{m_f} \right) Here, vev_e is the effective exhaust velocity (related to specific impulse by ve=Ispg0v_e = I_{sp} g_0, where g0g_0 is standard gravity), m0m_0 is the initial total mass (structure plus propellants), and mfm_f is the final mass after propellant expulsion. To derive this, consider conservation of momentum for a rocket in free space (neglecting gravity and drag): the instantaneous thrust equals the rate of momentum change, mdvdt=vedmdtm \frac{dv}{dt} = -v_e \frac{dm}{dt}, where mass decreases as propellant is ejected (dm/dt<0dm/dt < 0). Rearranging gives dv=vedmmdv = -v_e \frac{dm}{m}; integrating from initial velocity vi=0v_i = 0 and mass m0m_0 to final vf=Δvv_f = \Delta v and mfm_f yields Δv=veln(m0/mf)\Delta v = v_e \ln(m_0 / m_f). For multi-stage rockets, which mitigate the equation's mass ratio limitations by discarding empty stages, the total Δv is the sum of each stage's contribution: Δvtotal=ive,iln(m0,i/mf,i)\Delta v_{total} = \sum_i v_{e,i} \ln(m_{0,i} / m_{f,i}), where each stage's initial mass includes subsequent stages, enabling greater overall velocity for missions like orbital insertion. Historical advancements underscore rocket propulsion's evolution from experimental devices to reusable systems. achieved the first liquid-fueled rocket flight on March 16, 1926, at his aunt's farm in , where a 10-foot-tall device using gasoline and reached 41 feet in 2.5 seconds, demonstrating controlled combustion and nozzle expansion. During , Wernher von Braun's team developed the V-2 (A-4) as the first long-range , with operational launches beginning in September 1944 from mobile sites in occupied Europe, such as near in the , achieving ranges up to 320 km using a 25-ton-thrust alcohol- engine and for supersonic exhaust. In modern applications, 's demonstrated reusability on December 21, 2015, during the ORBCOMM-2 mission, when its first-stage booster successfully landed vertically after orbital insertion, powered by nine engines using /, reducing launch costs through propellant-efficient recovery. Since 2015, has achieved over 300 successful first-stage landings as of November 2025, with ongoing development of fully reusable systems like aimed at reducing costs for interplanetary missions.

Non-Reaction Propulsion

Wheel and Track Systems

Wheel and track systems provide friction-based propulsion for land vehicles, converting mechanical power from an engine or motor into linear motion through torque applied to rotating wheels or continuous tracks. The core mechanism involves transmitting torque from the power source to the wheels or tracks via a drivetrain, which typically includes a gearbox for speed and torque multiplication, a differential to allow independent wheel rotation during turns, and axles that deliver the force to the ground-contacting elements. This torque generates rotational motion, and the resulting traction force propels the vehicle forward, limited by the friction between the contact surface and the ground. The traction force FF is given by F=μNF = \mu N, where μ\mu is the coefficient of friction between the tire or track and the surface, and NN is the normal force exerted by the vehicle's weight on that surface. Wheeled systems dominate most land transportation due to their simplicity and efficiency on prepared surfaces, featuring pneumatic tires that inflate with air to provide cushioning, reduce vibration, and enhance traction by conforming to the . Examples include automobiles with four wheels and bicycles with two, where pneumatic tires—first practically applied to bicycles in 1888 by and to automobiles in 1895 by the brothers—improve ride comfort and grip compared to solid rubber alternatives. In contrast, tracked systems use continuous belts of rigid plates driven by sprockets, distributing the vehicle's weight over a larger contact area to minimize ground pressure and enable operation on soft or uneven , as seen in military tanks and bulldozers. This design reduces sinkage in or by lowering the pressure per unit area, often to levels below 0.1 MPa, compared to wheeled vehicles' higher point pressures. Drive configurations further optimize propulsion by determining which wheels receive power. (RWD) sends primarily to the rear wheels, offering balanced weight distribution for better handling in high-performance vehicles, while all-wheel drive (AWD) distributes to all four wheels, either constantly or on demand via clutches and , improving traction on slippery surfaces without the need for driver intervention. Power for these systems derives from internal combustion engines or electric motors. Internal combustion engines operate on the for spark-ignition engines, achieving thermal efficiencies up to 35% through controlled in a four-stroke process, or the for compression-ignition engines, reaching 40-45% efficiency due to higher compression ratios. Electric propulsion uses motors that convert electrical energy directly to with efficiencies exceeding 90%, often incorporating to recover during deceleration by reversing the motor to act as a generator, storing up to 70% of braking energy back into batteries. Overall drivetrain efficiency η\eta measures as η=τωPin\eta = \frac{\tau \omega}{P_{\text{in}}}, where τ\tau is wheel , ω\omega is , and PinP_{\text{in}} is input power, typically ranging from 80-95% in modern systems depending on losses in gears and friction. Historically, wheel and track propulsion evolved from early steam-powered designs. In 1804, demonstrated the first successful steam railway locomotive at the Penydarren in , using high-pressure steam to drive pistons connected to wheels via rods, hauling iron over nine miles of track. Electric vehicles emerged in the 1830s with Robert Anderson's crude battery-powered carriage in , marking an early shift toward non-combustion propulsion. Modern advancements include hybrid systems like the , introduced in 1997 as the first mass-produced , combining an with electric motors for improved through seamless power blending.

Magnetic and Cable Systems

Magnetic and cable systems represent non-friction-based propulsion methods for ground and elevated transport, primarily employed in specialized rail and aerial applications to achieve efficient movement over challenging terrains without reliance on wheel-rail contact. In () systems, vehicles are suspended and propelled using electromagnetic forces, eliminating mechanical friction for reduced wear and higher speeds. Two primary mechanisms are (EMS) and (EDS). EMS utilizes attractive forces generated by electromagnets on the vehicle interacting with a ferromagnetic guideway, maintaining a levitation gap of approximately 8-10 mm through active feedback control to counteract inherent instability. In contrast, EDS employs repulsive forces from superconducting magnets on the vehicle inducing currents in a conductive guideway, providing passive stability above a minimum speed threshold, typically around 80 km/h, with larger gaps up to 100 mm for smoother operation. Superconducting materials in EDS systems enable persistent currents that sustain strong magnetic fields without continuous power input once cooled. Propulsion in maglev systems is achieved via linear motors, such as linear synchronous motors (LSM) or linear induction motors (LIM), integrated into the guideway. These motors generate thrust by creating a traveling magnetic wave that interacts with onboard magnets or conductors, accelerating the vehicle along the track. The fundamental propulsion force arises from the Lorentz force acting on currents in the presence of the magnetic field, expressed as: F=IL×B\vec{F} = I \vec{L} \times \vec{B}
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