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Symbols in physics are a basic source of written languages and there are a huge number of physical quantities that we use to perform calculations. The way we represent the symbols of quantities varies depending on the kind. Sometimes we use the first letter of the name of a physical quantity in upper case to represent such as ‘A’ for Area, sometimes we use the first letter of the name of a physical quantity in lower case to represent such ‘a’ for Acceleration, sometimes we use completely unrelated characters to represent a physical quantity that is irrelevant to the name such as ‘c’ for representing the speed of light and so on.
Read Important Difference Between Acceleration and Vector
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Physics – Symbols of Some Basic Quantities
The names of some basic physical quantities, their symbols, and units are given in the below table.
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Area | A | – | Scalar | m2 |
| Angular Displacement | θ | theta | Scalar | Radian (rad) |
| Angular frequency | ω | omega | Pseudovector | rad/s |
| Density | D | – | Scalar | kg/m3 |
| Distance | d, r | – | Scalar | Meter (m) |
| Length | l | – | Scalar | Meter (m) |
| Frequency | f, v | – | Scalar | Hertz (Hz) |
| Heat | Q | – | Vector | Joule (J) |
| Mass | m | – | Scalar | Kilogram (Kg) |
| Specific Heat Capacity | c | – | Scalar | Joules per Kg per Kelvin (J kg−1 K−1 ) |
| Speed of light & sound | c | – | Scalar | m/s |
| Temperature | T | – | Scalar | Kelvin (K) |
| Time | t | – | Scalar | Seconds (s) |
| Volume | V | – | Scalar | m3 |
| Wavelength | λ | lambda | Scalar | meter (m) |
Physics – Symbols used in Electricity & Magnetism
The names of some physical quantities, their symbols, and units used in electricity and magnetism are given in the below table:
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Area charge density | σ | Sigma | Scalar | Kilogram per square meter |
| Capacitance | C | – | Scalar | Farad (F) |
| Charge | q, Q | – | Scalar | Coulomb (C) |
| Conductivity | σ | Sigma | Scalar | Siemens per meter |
| Conductance | G | - | Scalar | Siemens per meter |
| Dielectric constant | \(\varepsilon\) | - | Scalar | (-) Unitless |
| Electric current | I | - | Scalar | Ampere |
| Electric Field | E | - | Vector | Newton per coulomb (N C-1) |
| Electric flux | ΦE | - | Functions as vector | Newton meter squared per coulomb |
| Electric charge | q, Q | - | Scalar | Coulomb (C) |
| Energy density | η | - | Scalar | Joule per cubic meter |
| Electromotive force (emf) | \(\xi\) | Epsilon | Scalar | Volt |
| Electric Potential Difference | V | – | Scalar | Volt (V) |
| Electric potential energy | UE | - | Scalar | Joule |
| Electrostatic force | FE | - | Functions as vector | Newton |
| Inductance | L | - | Scalar | Henry (H) |
| Linear charge density | λ | lambda | Scalar | Kilogram per meter |
| Magnetic force | FB | - | Functions as vector | Newton |
| Magnetic Field | B | - | Scalar | Tesla |
| Magnetic flux | ΦB | - | Vector | Weber |
| Number of turns | N | - | Scalar | (-) Unitless |
| Poynting vector, intensity | S | - | Functions as vector | Watt per square meter |
| Resistance/ Electric resistance / internal resistance | R, r | - | Scalar | Ohms (Ω) |
| Resistivity | ρ | - | Scalar | Ohm-meter (Ω-m) |
| Turns per unit length | n | - | Scalar | Inverse meter |
| voltage, electric potential | V | - | Scalar | Volt |
| Volume charge density | ρ | - | Scalar | Kilogram per cubic meter |
Read More: Reflection of Light by Spherical Mirror
Physics – Symbols related to Space and Time
The names of some physical quantities used in Space and Time, their symbols, and units are given in the below table:
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Area | A | - | Functions as both scalar and vector | Square meter |
| Angular displacement, | θ | - | Functions as both scalar and vector | Meter |
| Angular separation, the rotational angle | φ | - | Functions as both scalar and vector | Meter |
| Angular frequency | ω | omega | Scalar | Radian per second |
| Cartesian coordinates | x, y, z | - | Scalar | Unitless |
| Cartesian unit vectors | \(\hat{i}\), \(\hat{j}\), \(\hat{k}\) | - | Vector | Unitless |
| Circumference | C | - | Scalar | Meter |
| Cylindrical coordinates | r, θ, z | - | Scalar | Meter/Radian |
| Cylindrical unit vectors | \(\hat{r}\), \(\hat{\theta}\), \(\hat{z}\) | - | Vector | Unitless |
| Diameter | D | - | Scalar | Meter |
| Displacement | s | - | Vector | Meter |
| Distance | d | - | Scalar | Radian |
| Frequency | f | - | Scalar | Hertz |
| Height, depth | h | - | Scalar | Meter |
| Length | \(\ell \), L | - | Scalar | Meter |
| Normal unit vector | \(\hat{n}\) | - | Vector | Unitless |
| Periodic time | T | - | Scalar | Second |
| Radius, the radius of curvature | r | - | Functions as both scalar and vector | Meter |
| Spherical coordinates | r, θ, φ | - | Scalar | Meter/Radian |
| Spherical unit vectors | \(\hat{r}\), \(\hat{\theta}\), \(\hat{\Phi}\) | - | Vector | Unitless |
| Tangential unit vector | \(\hat{t}\) | - | Vector | Unitless |
| Time Constant | τ | - | Scalar | Second |
| Time | t | - | Scalar | Second |
| Time, duration | t | - | Scalar | Second |
| Volume | V | - | Scalar | Cubic meter |
Physics – Symbols used in Mechanics
The names of some physical quantities used in Mechanics, their symbols, and units are given in the below table:
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Acceleration | a | - | Vector | meters per second square (m/s2) |
| Angular acceleration | α | alpha | Vector | radian per second square (rad/s2) |
| Angular Momentum | L | - | Vector | kg⋅m2s-1 |
| Coefficient of Friction | µ | mu | Scalar | unitless |
| Energy | E | - | Scalar | Joule (J) |
| Force | F | - | Vector | Newton (N) |
| Friction | f | - | Vector | Newton (N) |
| Kinetic Energy | K | - | Scalar | Joule (J) |
| Mechanical Work | W | - | Scalar | Joule (J) |
| Momentum | p | - | Vector | Kg. m/s |
| Moment of Inertia | I | - | Scalar | kg m2 |
| Period | T | - | Scalar | S or sec |
| Power | P | - | Scalar | Watt (W) |
| Potential Energy | U | - | Scalar | Joule (J) |
| Pressure | p | - | Scalar | Pascal (Pa) |
| Torque | T | tau | Vector | Newton Meter (Nm) |
| Velocity | v | - | Vector | m/s |
| Young’s modulus of elasticity | E | - | Scalar | Pascal (Pa) |
Read Also: Potentiometer
Physics – Symbols used in Waves and Optics:
The names of some physical quantities used in Waves and Optics, their symbols, and units are given in the below table:
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Focal length | f | - | Scalar | Meter |
| Intensity | I | - | Scalar | Watt per square meter |
| Index of refraction | n | - | Scalar | Unitless |
| Level | L | - | Scalar | Decibel |
| Power of a lens | P | - | Scalar | Dioptre |
| Wavelength | λ | lambda | Scalar | Meter |
| Wave speed | v, c | - | Scalar | Meter per second |
Read More:
Physics –Symbols related to Thermal Physics
The names of some physical quantities used in Thermal Physics, their symbols, and units are given in the below table:
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Amount of substance | n | - | Scalar | Mole |
| Coefficient of performance | COP | - | Scalar | Unitless |
| Emissivity | ε | Epsilon | Unitless | Scalar |
| Entropy | S | - | Scalar | Joule per kelvin |
| Heat | Q | - | Scalar | Joule |
| Heat flow rate | P | - | Scalar | Watt |
| Internal energy | U | - | Scalar | Joule |
| Latent heat/specific llatent heat | L | - | Scalar | Joule per kilogram |
| Linear expansivity, coefficient of thermal expansion | α | Alpha | Scalar | Inverse kelvin |
| Number of particles | N | - | Scalar | Unitless |
| Specific heat capacity | c | - | Scalar | Joule per kilogram Kelvin |
| Temperature | T | - | Scalar | Kelvin |
| Thermal conductivity | k | - | Scalar | Watt per meter Kelvin |
| Volume expansivity, coefficient of volume thermal expansion | Β | - | Scalar | Inverse kelvin |
| Ways, number of identical microstates | w | - | Scalar | Unitless |
Read Further: Meter Bridge
Physics – Symbols related to Modern Physics
The names of some basic physical quantities, their symbols, and units are given in the below table.
| Name of the Physical Quantity | Symbol used to denote | Name of the Symbol | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|---|
| Dose / Dose absorbed | D | Scalar | gray | |
| Effective dose | H | - | Scalar | Sievert |
| Lorentz factor / Lorentz gamma | - | gamma | Scalar | Unitless |
| Wave function | ψ(r,t), ψ(r)φ(t) | - | Functions as vector | Unitless |
| Work function | Φ | - | Scalar | Joule |
Points to Remember:
- We use notations/symbols for each of these quantities to represent.
- Symbols are a basic source of written languages such as physics and mathematics.
- The way we represent the symbols of quantities or quantities varies on the kind.
- We use uppercase letters, lower case letters and some special characters to represent the quantities.
- Examples such as Φ, Γ, etc.
Also Read:
Sample Questions
Ques. How to represent symbols for a quantity? (3 marks)
Ans. The way we represent the symbols of quantities or quantities varies on the kind.
- Sometimes we use the first letter of the name of that physical quantity in the upper case.
- Sometimes we use the first letter of the name of that physical quantity in the lower case.
- Sometimes we use completely unrelated characters to represent a physical quantity that is irrelevant.
Ques. Mention any five physical quantities related to thermal physics? (5 marks)
Ans. The physical quantities are:
| Name of the Physical Quantity | Symbol used to denote | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|
| Amount of substance | n | Scalar | Mole |
| Coefficient of performance | COP | Scalar | Unitless |
| Emissivity | ε | Unitless | Scalar |
| Entropy | S | Scalar | Joule per kelvin |
| Temperature | T | Scalar | Kelvin |
Read Further: DC Motor
Ques. Mention any five physical quantities related to space and time? (5 marks)
Ans.
| Name of the Physical Quantity | Symbol used to denote | Scalar/ Vector Physical Quantity | S.I Units of the Physical Quantity |
|---|---|---|---|
| Area | A | Functions as both scalar and vector | Square meter |
| Angular displacement, | θ | Functions as both scalar and vector | Meter |
| Angular separation, the rotational angle | φ | Functions as both scalar and vector | Meter |
| Angular frequency | ω | Scalar | Radian per second |
| Cartesian coordinates | x, y, z | Scalar | Unitless |
Read More: Fleming’s Left-Hand Rule
Ques. Mention any five basic quantities along with their S.I units used in Physics? (5 marks)
Ans. The five basic quantities along with their units used in Physics are:
- Area (A) - m2
- Distance(d) - Meter (m)
- Speed(S) - m/s
- Heat(H) - Joule (J)
- Mass(M) - Kilogram (Kg)
Ques. Define the Index of refraction and mention anyone related laws of refraction? (3 marks)
Ans. Index of Refraction or Refractive Index is calculated as the ratio of the speed of light in a vacuum to that in a second medium of greater density. The refractive index variable is most commonly denoted with the letter n or n' in descriptive text and mathematical equations.
Snell’s law: A relationship between the path taken by a ray of light while crossing the boundary or surface of separation between two contacting substances and the refractive index of each. It asserts that,
n1/n2 = sin α2/sin α1
Where, n1 and n2 represent the indices of refraction for the two media, and α1 and α2 are the angles of incidence and refraction.
Also Check:
Ques. Why are symbols important in physics? (4 marks)
Ans. Symbols are important because:
- Symbols are a basic source of written languages such as physics and mathematics but inconsistencies in their use become a challenge to students.
- In physics, there are a huge number of physical quantities that we use to perform calculations.
- It is not easy to use every quantity through the name as a reference.
- So, to make it easier to handle we use notations/symbols for each of these quantities to represent.
Ques. What is angular frequency? (3 marks)
Ans. The angular frequency is the angular displacement of any element of the wave per unit time or the rate of change of the phase of the waveform. It is represented with ω (omega).
The formula for angular frequency is ω=2πT=2πf
Where, ω is the angular frequency of the wave.
T is the time period of the wave.
f is the ordinary frequency of the wave.
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