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All Physics Symbols Name List

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Understand Physics Symbols and Units

Physics relies on symbols to represent quantities, constants, and units concisely. These symbols, from simple letters like F  for force to Greek symbols like α\alphaα for angular acceleration, form the universal language of physics. Understanding physics symbols is crucial for solving equations, interpreting scientific texts, and communicating ideas in science. 


This guide provides a comprehensive list of physics symbols, their names, and meanings. Whether you are a student learning physics basics or giving insights into complex concepts, this resource will help you decode the notations and make your learning journey smoother. Learn the most commonly used symbols and their significance in physics to enhance your understanding of this interesting subject.


Physics


Symbols for Physical Quantities Related to Space and Time


Symbols

Quantity/ Coefficients

S.I. Unit

Physical Quantity (Scalar/Vector)

r

Radius, the radius of curvature

Metre

Functions as both scalar and vector

s

Displacement

Metre

Vector

d

Distance

Metre

Scalar

θ

Angular displacement, 

Radian

Vector

φ

The rotational angle

Radian

A uniquely-defined magnitude and direction, but is not a vector quantity.

(Does Not obey commutative law)

x, y, z

Cartesian Coordinates

Unitless

Scalar

î, ĵ, k̂

Cartesian unit vectors

Unitless

Vector

r, θ, φ

Spherical coordinates

Metre/Radian

Vector

r̂, θ̂, φ̂

Spherical vectors

Unitless

Vector

r, θ, z

Cylindrical coordinates

Metre/Radian

Scalar

r̂, θ̂, ẑ

Cylindrical vectors

Unitless

Vector

Normal vector

Unitless

Vector

Tangential unit vector

Unitless

Vector

h

Height, Depth

Metre

Scalar

ℓ, L

Length

Metre

Scalar 

t

Time

Second 

Scalar

D (= 2 r)

Diameter

Metre

Scalar

C

Circumference

Metre

Scalar 

A

Area

Square Metre

Functions as both scalar and vector (like Area vector in a magnetic flux formula)

V

Volume 

Cubic Metre (m3)

Scalar

τ

Time Constant

Second (s)

Scalar

T

Periodic time

Second (s)

Scalar 

f

Frequency 

1/second or (1/s)

Scalar 

ω

Angular frequency

Rad/s

Scalar


Below are some symbols that are used frequently in physics with their names, the type of quantities and their respective SI units in tabular format.


Physics Symbols Related to Mechanics


Symbols

Quantity/ Coefficients

S.I. Unit

Physical Quantity (Scalar/Vector)

v

Velocity, speed

metre/second (m/s)

Speed = Scalar

Velocity = vector

a

Acceleration

metre/square second (m/s2)

Vector 

g

Acceleration due to gravity

metre/square second 

Vector 

ac

Centripetal/Centrifugal acceleration

metre/square second

Vector 

m

Mass

Kilogram (kg)

Scalar 

F

Force

Newton (N)

Vector

W/Fg

Force due to gravity/Weight

Newton

Vector

Fg/ N

Normal force

N

Vector

Ff

Force of friction

N

Vector

µ

Coefficient of friction

Unitless

Scalar

p

Momentum

Kg.m/s

Vector

J

Impulse

N/s

Vector

E

Energy

Joule  (J)

Scalar

Kinetic energy

J

Scalar

U

Potential Energy

J

Scalar

Vg

Gravitational potential

J/kg

Scalar

η

Efficiency

Unitless

Scalar

P

Power

Watt

Scalar

α

Rotational acceleration

Radian per second squared (Rad/s2)

Vector

ω

Rotational velocity 

Rad/s

Vector

τ

Torque

N/m

Vector

L

Angular momentum

Kilogram meter squared per second


Kg.m2/s

Vector

ρ

Density

Volume 

Mass density

Kilogram per cubic meter

Scalar 

I

Moment of inertia

Kg.m2

Scalar


Physical Symbols Related to Fluid Mechanics


Symbols

Quantity/ Coefficients

S.I. Unit

Physical Quantity (Scalar/Vector)

λ

Linear mass density

kg/m

Scalar

σ

Area mass density

Kilogram per square meter (kg/m2)

Scalar 

FB, B

Buoyancy

N

Vector

qm

Mass flow rate

kg/s

Scalar

qV

Volume flow rate

m3/s

Scalar

FD, R

Drag or air resistance

N

Vector

CD

Drag Coefficient

Unitless

Scalar 

η

Viscosity

Pascal-second

Scalar

v

Kinematic Viscosity

m2/s

Scalar 

σ

Area mass density

kg/m2

Scalar

Re

Reynolds number

Unitless

Scalar

Fr

Froude number

Unitless

Scalar 

Ma

Mach number

Unitless

Scalar


Symbols Related to Solid Mechanics


Symbols

Quantity/ Coefficients

S.I. Unit

Physical Quantity (Scalar/Vector)

P

Pressure 

Pascal

Or

N/m2

Scalar 

σ

Stress

Pascal

Scalar 

τ

Shear stress

Pascal

Scalar

k

Spring constant

N/m

Scalar

E

Young’s modulus of elasticity

Pascal

Scalar 

G

Shear modulus of rigidity

Pascal

Scalar

ε

Linear strain

Unitless 

Scalar 

γ

Shear strain

Unitless

Scalar 

θ

Volume strain

Unitless 

Scalar 

S

Surface Tension 

N/m

Scalar 

K

Bulk modulus of compression

Pascal

Scalar 


Physical Quantities Related to Thermal Physics


Symbols

Quantity/ Coefficients

S.I. Unit

Physical Quantity (Scalar/Vector)

k

Thermal conductivity

W/m.K

Scalar 

P

Heat flow rate

Watt

Scalar

N

Number of particles

Unitless 

Scalar 

n

Amount of substance

Mole

Scalar

L

Latent heat/specific latent heat

J/kg

Scalar 

c

Specific heat capacity

J/kg. K

Scalar 

Q

Heat

J

Scalar 

Volume expansivity, coefficient of volume thermal expansion

1/K (inverse Kelvin)

Scalar 

α

Linear expansivity, coefficient of thermal expansion

1/K (inverse Kelvin)

Scalar 

T

Temperature 

Kelvin

Scalar 


Physical Symbol Related to Wave and Optics


Symbol

Quantity/Coefficients

S.I Unit

Physical Quantity (Scalar/Vector)

M

Magnification

Untiless 

Scalar 

f

Focal length

Metre 

Scalar 

n

Index of refraction

Unitless 

Scalar 

L

Level

Decibel (dB), decineper

Scalar 

I

Intensity

W/m2

Scalar

v, c

Wave speed

m/s

Scalar 

λ

Wavelength

Metre (m)

Scalar 

P

Power of a lens

Dioptre (D)

Scalar 


Physics Symbols Related to Electricity and Magnetism


Symbol

Quantity/Coefficients

S.I Unit

Physical Quantity (Scalar/Vector)

Poynting vector, intensity

W/m2

Vector 

η

Energy density

J/m3

Scalar 

n

Turns per unit length

1/m

Scalar 

N

Number of turns

Unitless 

Scalar

φB

Magnetic flux 

Weber

Vector

Magnetic field

Tesla

Vector 

FB

Magnetic force

N

Vector 

σ

Conductivity

Siemens/m 

(S/m)

Scalar 

G

Conductance 

Siemens

Scalar 

ρ

Resistivity

Ohm-m

Scalar 

R, r

Electric resistance/internal resistance

Ohm 

Scalar 

I

Electric current

Ampere (A)

Scalar 

ϵ

Dielectric constant

Unitless

Scalar 

Electromotive Force

Volt (V)

Scalar

C

Capacitance

Farad (F)

Scalar 

V

Voltage, electric potential

V

Scalar 

UE

Electric potential energy

J

Scalar 

φE

Electric flux 

Newton meter squared per coulomb (N/m2.C)

Vector 

E

Electric field 

N/C or V/m

Vector 

FE

Electrostatic force

N

Vector 

λ

Linear charge density

kg/m

Scalar 

σ

Area charge density

kg/m2

Scalar 

ρ

Volume charge density

kg/m3

Scalar 

q, Q

Electric charge

Coulomb (C)

Scalar 


Symbols Used in Modern Physics


Symbol

Quantity/Coefficients

S.I Unit

Physical Quantity (Scalar/Vector)

D

Dose/ dose absorbed

Gray (Gy)

Scalar

t1⁄2

Half-life

Second

Vector

ψ(r,t), ψ(r)φ(t)

Wave function 

Unitless 

Scalar

Work function

J

Scalar

H

Effective Dose

Sievert

Scalar

Γ

Lorentz factor/Lorentz gamma

Unitless

Scalar


From the above text on physics symbols, we understand that in Physics, we use various symbols or notations to denote different quantities. The denotations make the representation of the quantities easier.


It was also interesting to see that some physics symbols were very relatable (like “d” for distance) while some were unrelatable (like “c” for the speed of light or “λ” for wavelength). Also, we noticed that a particular symbol was related to more than one quantity.


Conclusion

Physics symbols are the universal language of science, concisely connecting concepts and equations. Mastering these physics symbols name and their meanings simplifies problem-solving and enhances understanding of fundamental principles. Whether you're a student or a science enthusiast, learning these notations opens the door to exploring and communicating the wonders of physics with clarity and confidence.

FAQs on All Physics Symbols Name List

1. What are symbols in physics and why are they used?

In physics, a symbol is a specific notation, usually a letter or a character, used to represent a physical quantity, a constant, or a unit in equations and formulas. They are used to make complex relationships concise and universally understandable, allowing scientists and students to communicate ideas efficiently without long descriptions. For example, 'F' is used for force instead of writing out the full word.

2. What information does a standard physics symbol list provide?

A standard physics symbol list typically provides three key pieces of information for each entry:

  • The symbol itself (e.g., ρ).
  • The name of the physical quantity it represents (e.g., Density).
  • The corresponding SI unit for that quantity (e.g., kg/m³).
This format helps students quickly reference and understand the components of any physics formula.

3. What are some common Greek letters used as symbols in physics and what do they represent?

Greek letters are frequently used in physics to avoid confusion with Roman letters and to represent specific types of quantities. Some common examples include:

  • α (Alpha): Often represents angular acceleration or a type of radiation.
  • β (Beta): Represents another type of radiation or a velocity-dependent factor in relativity.
  • λ (Lambda): Almost always used for wavelength.
  • θ (Theta): A common symbol for an angle.
  • Ω (Omega): Used for resistance (Ohm) or angular velocity.

4. Are the symbols used in physics universally accepted?

Yes, the vast majority of symbols used in physics are internationally standardized and accepted by scientific bodies like the International Union of Pure and Applied Physics (IUPAP). This universal language ensures that a formula or equation written by a physicist in one country can be immediately understood by another anywhere in the world, which is essential for scientific collaboration and education.

5. What does the Greek letter 'Δ' (Delta) typically signify in physics equations?

The capital Greek letter Δ (Delta) is used in physics to represent a "change in" a particular quantity. It signifies the difference between the final and initial values of a variable. For example, Δv means the change in velocity (v_final - v_initial), and Δt means the change in time or a time interval.

6. Why is it crucial for students to correctly identify both the symbol and its corresponding SI unit?

It is crucial because the symbol and its SI unit are fundamentally linked for correct problem-solving. The symbol (like 'P' for power) represents the concept, while the SI unit (like 'Watt') provides the scale and standard of measurement. Confusing units, such as using kilometres per hour instead of the SI unit metres per second, will lead to incorrect calculations and a misunderstanding of the physical principles involved, especially in dimensional analysis as per the CBSE 2025-26 curriculum.

7. How can the same symbol, like 'V', represent different physical quantities?

This is a common point of confusion that highlights the importance of context in physics. The symbol 'V' can indeed represent different quantities depending on the topic:

  • In mechanics, 'v' (lowercase) often stands for velocity or speed.
  • In electricity, 'V' (uppercase) typically represents voltage or electric potential.
  • In thermodynamics, 'V' (uppercase) is used for volume.
To avoid errors, one must always consider the branch of physics and the context of the equation being used.

8. Are the physics symbols used in the CBSE Class 9 syllabus different from those introduced in Class 12?

While there is a core set of fundamental symbols (like 'm' for mass, 't' for time) that remain consistent, the complexity and number of symbols expand significantly from Class 9 to Class 12. Class 9 focuses on foundational concepts like motion and force ('v', 'a', 'F'). In contrast, the Class 12 syllabus introduces symbols for more advanced topics like electromagnetism (ε₀ for permittivity, B for magnetic field) and modern physics (h for Planck's constant, λ for wavelength), building upon the earlier foundation.

9. Besides letters, what other types of notations are used as symbols in physics?

Physics uses more than just single letters as symbols. Special notations are used to convey additional information. For example:

  • An arrow over a letter (e.g., F⃗) indicates it is a vector quantity, meaning it has both magnitude and direction.
  • A dot over a letter (e.g., ẋ) often represents a time derivative, or the rate of change with respect to time.
  • A "hat" or circumflex over a letter (e.g., î) usually denotes a unit vector, which has a magnitude of one.
These notations are essential for accurately describing complex physical phenomena.

10. How do symbols help in representing complex concepts like vectors and derivatives in a simple form?

Symbols provide a powerful shorthand to represent complex mathematical operations and concepts. For a concept like force, which is a vector, writing F⃗ instantly communicates that both its magnitude and direction are important. Similarly, using the notation dv/dt to represent acceleration concisely captures the idea of the instantaneous rate of change of velocity (a derivative), which would otherwise require a lengthy verbal explanation. This symbolic abstraction is key to formulating and solving advanced problems in physics.