Engineering Symbols
Searchable reference for every engineering symbol - Greek letters, math operators, SI prefixes, and discipline-specific notation. Includes pronunciation, LaTeX code, Unicode, and meanings by discipline.
Showing all 119 symbols
Alpha
/AL-fuh/\alphaUnicode: U+03B1Thermal diffusivity
Coefficient of thermal expansion
Temperature coefficient of resistance
Beta
/BAY-tuh/\betaUnicode: U+03B2Angle, velocity ratio, pipe area ratio
Current gain of a transistor (BJT)
Ratio of reinforcement in concrete design
Gamma (lowercase)
/GAM-uh/\gammaUnicode: U+03B3Specific weight (unit weight)
Shear strain (dimensionless)
Ratio of specific heats Cp/Cv (adiabatic index)
Specific gravity or surface tension
Gamma (uppercase)
/GAM-uh/\GammaUnicode: U+0393Circulation (line integral of velocity)
Gamma function - generalization of factorial
Delta (lowercase)
/DEL-tuh/\deltaUnicode: U+03B4Infinitesimally small change in a quantity
Skin depth of current penetration
Logarithmic decrement
Delta (uppercase)
/DEL-tuh/\DeltaUnicode: U+0394Change in a quantity: ΔT = temperature change, ΔP = pressure drop, ΔV = volume change
Epsilon
/EP-sih-lon/\varepsilonUnicode: U+03B5Normal strain (dimensionless) - elongation per unit length
→ Strain CalculatorPermittivity of a dielectric
Emissivity of a surface (0–1)
Zeta
/ZAY-tuh/\zetaUnicode: U+03B6Damping ratio (ζ < 1: underdamped, ζ = 1: critically damped, ζ > 1: overdamped)
Eta
/AY-tuh/\etaUnicode: U+03B7Dynamic (absolute) viscosity
Efficiency of a power converter
Theta
/THAY-tuh/\thetaUnicode: U+03B8Plane angle - the most common angle symbol
Temperature difference or temperature (sometimes)
Phase angle between voltage and current
Lambda
/LAM-duh/\lambdaUnicode: U+03BBWavelength of a wave
Thermal conductivity
Slenderness ratio (sometimes, alongside KL/r)
Eigenvalue
Mu
/MYOO/\muUnicode: U+03BCDynamic (absolute) viscosity
Coefficient of friction (sliding or static)
Micro- prefix: × 10⁻⁶ (e.g., μm = micrometre, μA = microamp)
Nu
/NOO/\nuUnicode: U+03BDPoisson's ratio - lateral strain / axial strain
Pi
/PIE/\piUnicode: U+03C0Ratio of circumference to diameter of a circle: 3.14159…
Rho
/ROH/\rhoUnicode: U+03C1Electrical resistivity
Radius of curvature (of a beam)
Sigma (lowercase)
/SIG-muh/\sigmaUnicode: U+03C3Normal stress - force per unit cross-sectional area
→ Bending Stress CalculatorStandard deviation
Stefan-Boltzmann constant: 5.67 × 10⁻⁸ W/(m²·K⁴)
Sigma (uppercase)
/SIG-muh/\SigmaUnicode: U+03A3Summation - sum of a series of terms (e.g., Σ Fᵢ = net force)
Tau
/TAW/\tauUnicode: U+03C4Time constant (RC or RL circuit, or thermal)
Phi
/FEE or FIE/\phiUnicode: U+03C6Phase angle between voltage and current waveforms
→ Power Factor CalculatorStrength reduction factor in LRFD design (φ = 0.90 for flexure)
Internal friction angle of soil
Diameter of a circular cross-section (prefix, not multiplication)
Psi
/SIGH or PSEE/\psiUnicode: U+03C8Stream function
Angle of twist of a beam or shaft
Omega (lowercase)
/oh-MEG-uh/\omegaUnicode: U+03C9Angular frequency (ω = 2πf)
Omega (uppercase)
/oh-MEG-uh/\OmegaUnicode: U+03A9Safety factor in Allowable Stress Design (ASD)
Summation
/SUM-ay-shun/\sumUnicode: U+2211Sum of a series: ∑ᵢ aᵢ = a₁ + a₂ + … + aₙ
Integral
/IN-teh-grul/\intUnicode: U+222BDefinite or indefinite integral - area under a curve; reverse of differentiation
Partial Derivative
/par-shul deh-RIV-uh-tiv/\partialUnicode: U+2202Partial derivative - rate of change with respect to one variable while others are held constant (e.g., ∂T/∂x)
Nabla / Del
/NAB-luh or DEL/\nablaUnicode: U+2207Vector differential operator - used for gradient (∇f), divergence (∇·F), and curl (∇×F)
Infinity
/in-FIN-ih-tee/\inftyUnicode: U+221EUnbounded quantity - used in limits, boundary conditions, and long-distance approximations
Approximately Equal
/ap-ROCKS-ih-mut-lee EE-kwul/\approxUnicode: U+2248Result is close but not exactly equal - used in engineering estimates and rounding
Proportional To
/proh-POR-shun-ul too/\proptoUnicode: U+221Dy ∝ x means y = k·x for some constant k - indicates a linear relationship without specifying the constant
Square Root
/SKWAIR root/\sqrt{x}Unicode: U+221APositive square root of a quantity: √9 = 3
Product
/PROD-ukt/\prodUnicode: U+220FProduct of a series: ∏ᵢ aᵢ = a₁ × a₂ × … × aₙ
Derivative (Leibniz notation)
/dee by dee eks/\dfrac{d}{dx}Unicode: —Rate of change of a function with respect to x - same as f′(x)
Prime Notation (derivative)
/ef PRIME/f'Unicode: U+2032 (prime)Derivative of function f - same as df/dx. f″ is the second derivative.
Absolute Value
/AB-suh-loot VAL-yoo/|x|Unicode: U+007CMagnitude of x - always positive: |−5| = 5, |5| = 5
Tera (prefix)
/TEH-ruh/\text{T}Unicode: U+0054× 10¹² (one trillion). Example: TW = terawatt
Giga (prefix)
/GIG-uh or JIG-uh/\text{G}Unicode: U+0047× 10⁹ (one billion). Example: GHz = gigahertz
Mega (prefix)
/MEG-uh/\text{M}Unicode: U+004D× 10⁶ (one million). Example: MPa = megapascal
Kilo (prefix)
/KIL-oh/\text{k}Unicode: U+006B× 10³ (one thousand). Example: kN = kilonewton, kPa = kilopascal
Hecto (prefix)
/HEK-toh/\text{h}Unicode: U+0068× 10² (one hundred). Example: hPa = hectopascal (used in weather)
Deca (prefix)
/DEK-uh/\text{da}Unicode: U+0064 U+0061× 10¹ (ten). The least-used SI prefix in engineering - occasional exceptions are decaliter (daL) for bulk liquid measure and decanewton (daN), sometimes seen on European tension/force gauges
Deci (prefix)
/DEH-see/\text{d}Unicode: U+0064× 10⁻¹ (one-tenth). Example: dL = deciliter
Centi (prefix)
/SEN-tee/\text{c}Unicode: U+0063× 10⁻² (one-hundredth). Example: cm = centimeter
Milli (prefix)
/MIL-ee/\text{m}Unicode: U+006D× 10⁻³ (one-thousandth). Example: mm = millimeter, mA = milliamp, mV = millivolt
Micro (prefix)
/MY-kroh/\muUnicode: U+03BC× 10⁻⁶ (one-millionth). Example: μm = micrometre, μF = microfarad, μs = microsecond
Nano (prefix)
/NAN-oh/\text{n}Unicode: U+006E× 10⁻⁹. Example: nm = nanometer, nF = nanofarad, ns = nanosecond
Pico (prefix)
/PEE-koh/\text{p}Unicode: U+0070× 10⁻¹² Example: pF = picofarad, ps = picosecond
Femto (prefix)
/FEM-toh/\text{f}Unicode: U+0066× 10⁻¹⁵. Example: fs = femtosecond, common in laser and photonics work
Meter
/MEE-ter/\text{m}Unicode: U+006DLength - the base unit of length in the International System of Units
Kilogram
/KIL-oh-gram/\text{kg}Unicode: U+006B U+0067Mass - the base unit of mass
Second
/SEK-und/\text{s}Unicode: U+0073Time - the base unit of time
Ampere
/AM-peer/\text{A}Unicode: U+0041Kelvin
/KEL-vin/\text{K}Unicode: U+004BThermodynamic temperature - absolute temperature scale (0 K = absolute zero)
Newton
/NOO-tun/\text{N}Unicode: U+004EForce - 1 N = 1 kg·m/s². The weight of ~102 g on Earth's surface.
→ Force CalculatorPascal
/PASS-kul/\text{Pa}Unicode: U+0050 U+0061Joule
/JOOL/\text{J}Unicode: U+004AWatt
/WOT/\text{W}Unicode: U+0057Volt
/VOLT/\text{V}Unicode: U+0056⚠ Standard note: US/IEEE: V (volt). IEC/European texts sometimes use U for the symbol of voltage in formulas (e.g., U = IR rather than V = IR), though both refer to the same quantity.
Ohm
/OHM/\OmegaUnicode: U+03A9Farad
/FAIR-ud/\text{F}Unicode: U+0046Capacitance - 1 F = 1 C/V. Practical capacitors are usually pF to μF.
→ Capacitor Energy CalculatorHenry
/HEN-ree/\text{H}Unicode: U+0048Inductance - 1 H = 1 V·s/A
Hertz
/HURTS/\text{Hz}Unicode: U+0048 U+007AFrequency - 1 Hz = 1 cycle per second (1/s)
Tesla
/TES-luh/\text{T}Unicode: U+0054Magnetic flux density - 1 T = 1 kg/(A·s²)
Coulomb
/KOO-lom/\text{C}Unicode: U+0043Electric charge - 1 C = charge carried by ~6.24 × 10¹⁸ electrons
Radian
/RAY-dee-un/\text{rad}Unicode: U+0072 U+0061 U+0064Plane angle - dimensionless SI unit. 2π rad = 360°. 1 rad ≈ 57.3°
Steradian
/steh-RAY-dee-un/\text{sr}Unicode: U+0073 U+0072Solid angle - dimensionless SI derived unit. A full sphere subtends 4π sr
Mole
/MOHL/\text{mol}Unicode: U+006D U+006F U+006CAmount of substance - used in chemistry and materials engineering. 1 mol = ~6.022 × 10²³ elementary entities (Avogadro's number)
Candela
/kan-DEL-uh/\text{cd}Unicode: U+0063 U+0064Luminous intensity - used in optics and lighting engineering to rate light sources
Force
/FORS/FUnicode: U+0046Bending Moment
/MOH-ment/MUnicode: U+004DBending moment - tendency of a force to bend a member
→ Beam Deflection CalculatorMass (careful: same symbol, different context)
Shear Force
/SHEER fors/VUnicode: U+0056Shear force in a beam - force perpendicular to the beam axis
→ Beam Reaction Calculator⚠ Standard note: V = shear force in structural engineering. V = voltage (volts) in electrical engineering. Always verify context.
Young's Modulus
/YUNGZ MOD-yoo-lus/EUnicode: U+0045Young's modulus (elastic modulus) - stiffness: E = stress/strain
→ Young's Modulus Calculator⚠ Standard note: E = Young's modulus in mechanics. E = electric field strength (V/m) in electrical. E = energy in some contexts.
Second Moment of Area
/SEK-und MOH-ment/IUnicode: U+0049Second moment of area (moment of inertia) - resistance to bending
→ Area Moment of Inertia Calculator⚠ Standard note: I = second moment of area in structural. I = electric current (A) in electrical. One of the most commonly confused engineering symbols.
Section Modulus
/SEK-shun MOD-yoo-lus/SUnicode: U+0053Elastic section modulus - S = I/c, where c = distance from neutral axis to extreme fibre
→ Section Modulus CalculatorSpring Constant (Stiffness)
/spring KON-stunt/kUnicode: U+006BThermal conductivity
Slenderness Ratio
/SLEN-der-nes RAY-shoh/KL/rUnicode: —Column slenderness ratio - K=effective length factor, L=length, r=radius of gyration. Used to classify columns for buckling.
→ Column Slenderness Ratio CalculatorElectric Current
/ih-LEK-trik KUR-unt/IUnicode: U+0049Electric current - flow of electric charge per unit time
→ Ohm's Law Calculator⚠ Standard note: I = current in electrical engineering. I = second moment of area in structural engineering. Context is essential.
Resistance
/reh-ZIS-tunce/RUnicode: U+0052Electrical resistance - opposition to current flow: R = V/I
→ Ohm's Law CalculatorVoltage
/VOLT-ij/VUnicode: U+0056Electric potential difference - energy per unit charge
→ Ohm's Law Calculator⚠ Standard note: US/IEEE standard uses V in formulas (e.g., V = IR). IEC/European standard commonly uses U (e.g., U = IR). Both refer to the same quantity.
Impedance
/im-PEE-dunce/ZUnicode: U+005AAC impedance - complex opposition to current: Z = R + jX
⚠ Standard note: Z = impedance in electrical. Z = plastic section modulus in structural engineering.
Frequency
/FREE-kwun-see/fUnicode: U+0066Frequency of an AC signal or wave - cycles per second
Power Factor
/POW-er FAK-ter/\text{PF}Unicode: —Ratio of real power to apparent power: PF = cos φ (0–1). Unity PF = purely resistive load.
→ Power Factor CalculatorAmerican Wire Gauge
/A-W-G/\text{AWG}Unicode: —Wire size standard - higher AWG number = smaller wire. 12 AWG is standard for 20A circuits.
→ Wire Gauge Calculator⚠ Standard note: AWG is US and Canada only. UK and Europe use mm² cross-sectional area to specify wire size (e.g., 2.5 mm² ≈ 13 AWG).
Volumetric Flow Rate
/KYOO/QUnicode: U+0051Volume of fluid passing a cross-section per unit time
→ Flow Rate CalculatorMass Flow Rate
/em-dot/\dot{m}Unicode: U+1E41Mass of fluid passing a cross-section per unit time: ṁ = ρQ
Flow Velocity
/veh-LOS-ih-tee/vUnicode: U+0076Reynolds Number
/REY-nuldz NUM-ber/\text{Re}Unicode: —Dimensionless ratio of inertial to viscous forces: Re = ρvL/μ. Re < 2300: laminar; Re > 4000: turbulent.
→ Reynolds Number CalculatorFroude Number
/FROOD NUM-ber/\text{Fr}Unicode: —Dimensionless ratio of inertial to gravitational forces: Fr = v/√(gL). Used for open-channel flow and ship-hull design.
Mach Number
/MAHK NUM-ber/\text{Ma}Unicode: —Dimensionless ratio of flow velocity to the local speed of sound: Ma = v/c. Ma < 1: subsonic; Ma = 1: sonic; Ma > 1: supersonic.
Drag Coefficient
/drag koh-eh-FISH-unt/C_dUnicode: —Dimensionless drag coefficient - quantifies drag relative to dynamic pressure and reference area
→ Terminal Velocity CalculatorPressure
/PRESH-er/PUnicode: U+0050Point load or applied load (sometimes)
Temperature
/TEM-per-uh-cher/TUnicode: U+0054Absolute thermodynamic temperature
Heat Transfer
/KYOO/QUnicode: U+0051Thermal Efficiency
/AY-tuh/\etaUnicode: U+03B7Thermal Conductivity
/THER-mul kon-duk-TIV-ih-tee/kUnicode: U+006BRate of heat conduction through a material per unit temperature gradient
→ Heat Conduction CalculatorConvection Coefficient
/kon-VEK-shun koh-EF-ih-shunt/hUnicode: U+0068Convective heat transfer coefficient - Newton's law of cooling: Q = hAΔT
→ Convective Heat Transfer CalculatorSpecific Heat (Constant Pressure)
/speh-SIF-ik HEET/C_pUnicode: —Heat capacity at constant pressure - energy per unit mass per degree
→ Heat Energy CalculatorSpecific Heat (Constant Volume)
/speh-SIF-ik HEET/C_vUnicode: —Heat capacity at constant volume - energy per unit mass per degree with no expansion work done
→ Heat Energy CalculatorEnthalpy
/EN-thal-pee/HUnicode: U+0048Total heat content of a system: H = U + PV. Used to track energy in constant-pressure processes.
Entropy
/EN-truh-pee/SUnicode: U+0053Measure of a system's disorder or unavailable energy - always non-decreasing for an isolated system (2nd law)
Internal Energy
/IN-ter-nuhl EN-er-jee/UUnicode: U+0055Total kinetic and potential energy of a system's molecules - careful, same letter as U-value below
Work
/WERK/WUnicode: U+0057Energy transferred by a system through boundary movement, e.g. gas expansion against a piston
Watt - SI unit of power (careful, same letter as thermodynamic work)
→ Electrical Power CalculatorThermal Resistance
/THER-mul rih-ZIS-tuns/RUnicode: U+0052Resistance to heat flow through a material - R = L/k for a single layer, R-value on insulation labels
→ Thermal Resistance CalculatorElectrical resistance (careful - same letter as thermal resistance)
→ Ohm's Law CalculatorU-Value (Thermal Transmittance)
/YOO VAL-yoo/UUnicode: U+0055Overall heat transfer coefficient through a building element - lower = better insulation
→ U-Value CalculatorPosition (True Position)
/po-ZISH-un/-Unicode: U+2316Location tolerance - defines a zone within which the center, axis, or center plane of a feature of size is permitted to vary from true (theoretically exact) position.
Flatness
/FLAT-nes/-Unicode: U+25B1Form tolerance - specifies a tolerance zone defined by two parallel planes within which the surface must lie.
Straightness
/STRAYT-nes/-Unicode: U+23E4Form tolerance - specifies a tolerance zone within which the considered line/axis must lie.
Circularity (Roundness)
/ser-kyoo-LAIR-ih-tee/\bigcircUnicode: U+25EFForm tolerance - specifies a tolerance zone bounded by two concentric circles within which each circular element of the surface must lie.
Cylindricity
/sih-lin-DRIS-ih-tee/-Unicode: U+232DForm tolerance - specifies a tolerance zone bounded by two concentric cylinders within which the surface must lie.
Profile of a Line
/PRO-fyl uv uh LYN/\frownUnicode: U+2322Profile tolerance - specifies a 2D tolerance zone around any line of the feature.
Profile of a Surface
/PRO-fyl uv uh SER-fis/-Unicode: U+2313Profile tolerance - specifies a 3D tolerance zone around the entire surface of the feature.
Perpendicularity
/per-pen-dik-yoo-LAIR-ih-tee/\perpUnicode: U+22A5Orientation tolerance - specifies that a feature must be perfectly at 90 degrees to a datum.
Angularity
/ang-gyoo-LAIR-ih-tee/\angleUnicode: U+2220Orientation tolerance - specifies that a feature must be at a specified angle (other than 90°) to a datum.
Parallelism
/PAR-uh-lel-iz-um/\parallelUnicode: U+2225Orientation tolerance - specifies that a feature must be perfectly parallel to a datum.
Concentricity
/kon-sen-TRIS-ih-tee/-Unicode: U+25CELocation tolerance - specifies that the median points of a feature must lie within a cylindrical zone centered on a datum axis. (Note: Removed in ASME Y14.5-2018, but still common in older drawings/ISO).
Circular Runout
/SER-kyoo-ler RUN-owt/\nearrowUnicode: U+2197Runout tolerance - specifies the 2D tolerance zone for each circular cross-section when the part is rotated 360 degrees about the datum axis.
Total Runout
/TOH-tul RUN-owt/-Unicode: U+2330Runout tolerance - specifies the 3D tolerance zone for the entire surface when the part is rotated 360 degrees about the datum axis.
Maximum Material Condition (MMC)
/M-M-C/-Unicode: U+24C2Modifier - indicates that a tolerance applies when the feature contains the maximum amount of material (e.g., smallest hole, largest pin).
Least Material Condition (LMC)
/L-M-C/-Unicode: U+24C1Modifier - indicates that a tolerance applies when the feature contains the least amount of material (e.g., largest hole, smallest pin).
Diameter
/dy-AM-ih-ter/\diameterUnicode: U+2300Indicates that the following dimension is a diameter (e.g., ⌀25). Used widely in all technical drawings.
Symbols that differ between US and international standards
Most engineering symbols are universally standardized. These five are the main exceptions worth knowing if you work across US and European/IEC references.
Resistor symbol in circuit diagrams
US: US/ANSI - zigzag line (⌇)
International: IEC/ISO (EU, UK, Australia) - rectangle (▭)
Same component, different drawing convention. Both are equally valid in their respective regions.
Symbol for voltage in formulas
US: US/IEEE - V (e.g., V = IR)
International: IEC/European - U (e.g., U = IR)
Identical quantity. Most English-language engineering textbooks use V. IEC 80000-6 standard specifies U.
Diameter in engineering drawings
US: US/ANSI - ⌀ symbol before the number (e.g., ⌀25)
International: EU/ISO - φ or Φ prefix used in older drawings; ⌀ now standard per ISO 1101
In text formulas, d (lowercase) = diameter. D = outer diameter, d = inner diameter in many piping/shaft conventions.
Wire size specification
US: US/Canada - AWG (American Wire Gauge): higher number = smaller wire. 12 AWG ≈ 2.05 mm diameter.
International: UK/Europe - cross-sectional area in mm² (e.g., 2.5 mm² ≈ 13 AWG for copper)
These are different measurement systems, not just different units for the same quantity.
Derivative notation
US: Leibniz notation - dy/dx, d²y/dx²
International: Prime (Lagrange) notation - y′, y″
Both are globally used and mathematically equivalent. US textbooks tend to favor Leibniz; both appear on this site's formula pages.
Frequently Asked Questions
What are the most common engineering symbols?
The most commonly encountered symbols are the Greek letters - σ (stress), τ (shear stress or time constant), ε (strain), μ (viscosity or friction), ρ (density), θ (angle), ω (angular velocity), and Δ (change in a quantity). After those, math operators like ∑ (sum) and ∂ (partial derivative), SI prefixes like k (kilo) and M (mega), and SI unit symbols like N (newton), Pa (pascal), J (joule), W (watt), V (volt), and Ω (ohm) appear on almost every engineering page.
Are engineering symbols the same worldwide?
Roughly 95% are universal - Greek letters, math operators, SI prefixes, and most SI unit symbols are standardized internationally (ISO 80000, BIPM). A few differ: electrical schematic symbols (US zigzag vs. IEC rectangle resistor), voltage notation (V in US/IEEE vs. U in IEC texts), and wire sizing (AWG in US/Canada vs. mm² in Europe). Where this page documents differences, both conventions are noted in the symbol's Standard Note.
What does σ (sigma) mean in engineering?
Lowercase σ has three common meanings depending on discipline: (1) normal stress in mechanical/structural engineering - force per unit cross-sectional area, in pascals; (2) standard deviation in statistics; (3) the Stefan-Boltzmann constant (5.67 × 10⁻⁸ W/m²·K⁴) in thermodynamics. Always look at the surrounding equation and units to identify which meaning applies.
What does Δ (delta) mean?
Uppercase Δ always means 'change in' the quantity that follows it. ΔT = temperature change; ΔP = pressure change or pressure drop; ΔV = volume change; Δx = change in position. This usage is universal across all engineering disciplines and is never ambiguous when used this way.
Why does I mean different things in structural and electrical engineering?
In structural engineering, I = second moment of area (moment of inertia of the cross-section), in m⁴ or mm⁴ - it measures a beam's resistance to bending. In electrical engineering, I = electric current, in amperes (A). The letter was independently adopted in each field before the overlap was apparent. The unit always disambiguates: m⁴ → structural, A → electrical.
How do I type engineering symbols?
Copy symbols directly from this page - click and copy any symbol character from a card. For documents and typesetting, use LaTeX (e.g., \sigma for σ, \Delta for Δ, \omega for ω, \Omega for Ω). On Windows, use Character Map (charmap.exe). On Mac, press Cmd+Ctrl+Space for the Character Viewer. In Word or Google Docs, use Insert → Symbol.
About this reference: Meanings are cross-referenced against ISO 80000, BIPM, AISC, IEEE, and IEC standards. Where a symbol appears in multiple disciplines with different meanings, all common meanings are listed. P&ID (pipe and instrumentation diagram) schematic drawing symbols are outside this page's scope - those follow ISA S5.1 / ISO 10628 standards.