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Gives the total power radiated by an accelerating, nonrelativistic point charge
In electrodynamics, the Larmor formula is used to calculate the total power radiated by a nonrelativistic point charge as it accelerates. It was first
Larmor_formula
Recoil force on accelerating charged particle
of the emitted radiation. In fact the formula above for radiation force can be derived from the Larmor formula, as shown below. The Abraham–Lorentz force
Abraham–Lorentz_force
Irish theoretical physicist (1857–1942)
Sir Joseph Larmor (11 July 1857 – 19 May 1942) was an Irish mathematician, theoretical physicist, and British politician who made breakthroughs in the
Joseph_Larmor
Force acting on charged particles in electric and magnetic fields
relativity Moving magnet and conductor problem Abraham–Lorentz force Larmor formula Cyclotron radiation Magnetoresistance Scalar potential Helmholtz decomposition
Lorentz_force
Physical field surrounding an electric charge
dependent term in the electric field from which relativistic correction for Larmor formula is obtained. There exist yet another set of solutions for Maxwell's
Electric_field
Equations of electromagnetism
accelerating charge. The Heaviside–Feynman formula allows, for example, the derivation of the Larmor formula for overall radiation power of the accelerating
Jefimenko's_equations
French physicist (1736–1806)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Charles-Augustin_de_Coulomb
Atomic model introduced by Niels Bohr in 1913
Joseph Larmor showed that an accelerating charge would radiate power according to classical electrodynamics, a result known as the Larmor formula. Since
Bohr_model
Sudden flow of electric current between two electrically charged objects by contact
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electrostatic_discharge
Amount of charge flowing through a unit cross-sectional area per unit time
ISBN 9780521845083. Woan, G. (2010). The Cambridge Handbook of Physics Formulas. Cambridge University Press. ISBN 9780521575072. Giuliani, Gabriele; Vignale
Current_density
Electric and magnetic fields produced by moving charged objects
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromagnetic_field
Electromagnetic opposition to change
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Lenz's_law
Technique in chemistry and manufacturing
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electrolysis
Physical quantity, density of magnetic moment per volume
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Magnetization
Motor which works on direct current
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
DC_motor
Law of electrical current and voltage
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Ohm's_law
Assemblage of connected electrical elements
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electrical_network
Surface integral of the magnetic field
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Magnetic_flux
Phenomena related to electric charge
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electricity
Device or system that exhibits resonance
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Resonator
Rate at which electrical energy is transferred by an electric circuit
convention. In the case of resistive (Ohmic, or linear) loads, the power formula (P = I·V) and Joule's first law (P = I2·R) can be combined with Ohm's law
Electric_power
Object or material which allows the flow of electric charge with little energy loss
effect. However, this formula still provides a good approximation for long thin conductors such as wires. Another situation this formula is not exact for is
Electrical_conductor
Electromagnetic effect of point charges
analyses Rydberg formula for quantum description of the EM radiation due to atomic orbital electrons Jefimenko's equations Larmor formula Abraham–Lorentz
Liénard–Wiechert_potential
English chemist and physicist (1791–1867)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Michael_Faraday
Production of voltage by a varying magnetic field
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromagnetic_induction
Equations describing classical electromagnetism
Carnegie Mellon University. Developments before the theory of relativity Larmor Joseph (1897). "On a dynamical theory of the electric and luminiferous medium
Maxwell's_equations
Condition in which spacetime itself breaks down
re-normalization, and instability of a hydrogen atom predicted by the Larmor formula. In classical field theories, including special relativity but not general
Gravitational_singularity
Topics referred to by the same term
based on neutron scattering Larmor precession and Larmor frequency, the precession of the magnetic moment Larmor formula, to calculate the total power
Larmor_(disambiguation)
Law of classical electromagnetism
straight thin wire normal to the plane. This is a limiting case of the formula for vortex segments of finite length (similar to a finite wire): v = Γ
Biot–Savart_law
Difference in electric potential between two points in space
does not pass through the inside of any component. The above is the same formula used in electrostatics. This integral, with the path of integration being
Voltage
Electrically insulating substance able to be polarised by an applied electric field
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Dielectric
Equation in physics
Sinusoidal plane-wave solutions of the electromagnetic wave equation Larmor formula Covariant formulation of classical electromagnetism Maxwell's equations
Inhomogeneous electromagnetic wave equation
Inhomogeneous_electromagnetic_wave_equation
Italian chemist and physicist (1745–1827)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Alessandro_Volta
Resistance to magnetic flux
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Magnetic_reluctance
Study of still or slow electric charges
\mathbf {r} _{i}} if the charge Q i {\displaystyle Q_{i}} were missing. This formula obviously excludes the (infinite) energy that would be required to assemble
Electrostatics
SI derived unit of power
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Watt
Basic law of electromagnetism
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Faraday's_law_of_induction
French physicist and mathematician (1775–1836)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
André-Marie_Ampère
Charge transfer due to contact or sliding
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Triboelectric_effect
Imbalance of electric charges within or on the surface of a material
capacitance (C) of the object and the static potential V in volts (V) by the formula E = ½CV2. One experimenter estimates the capacitance of the human body
Static_electricity
Measure of electric field through surface
expressed in terms of SI base units is kg·m3·s−3·A−1. Its dimensional formula is L3MT−3I−1. Magnetic flux Maxwell's equations Electric field Magnetic
Electric_flux
Expulsion of a magnetic field from a superconductor
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Meissner_effect
Electrical conductivity with exactly zero resistance
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Superconductivity
Measure of the electric polarizability of a dielectric material
architecture, meaning it will not change with charging and discharging. The formula for capacitance in a parallel plate capacitor is written as C = ε A d
Permittivity
Types of electrical circuits
terms represent the sum of the self-inductances of the various coils. The formula is easily extended to any number of series coils with mutual coupling.
Series_and_parallel_circuits
Object that has a magnetic field
{\displaystyle B_{0}} is related to M {\displaystyle M} approximately by the formula B 0 = μ 0 2 M {\displaystyle B_{0}={\frac {\mu _{0}}{2}}M} The effective
Magnet
Electromagnetic property of matter
antimatter counterpart of the electron "Electrostatics | Definition & Formulas | Britannica". Encyclopedia Britannica. Archived from the original on 2025-10-16
Electric_charge
Statement on equilibrium in electromagnetism
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Earnshaw's_theorem
Line integral of the electric field
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electric_potential
Ability of magnetization
},} so that the permeability becomes a complex number. By Euler's formula, the complex permeability can be translated from polar to rectangular form
Permeability (electromagnetism)
Permeability_(electromagnetism)
Foundational law of electromagnetism relating electric field and charge distributions
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Gauss's_law
French physicist
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Hippolyte_Fizeau
Object with trapped electrical charge
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electret
Property of electrical conductors
current, L AC {\displaystyle L_{\text{AC}}} is then given by a very similar formula: L AC = 200 nH m ℓ [ ln ( 2 ℓ r ) − 1 ] {\displaystyle L_{\text{AC}}=200{\text{
Inductance
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Earth's_magnetic_field
Procedure of coping with redundant degrees of freedom in physical field theories
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Gauge_fixing
Relativistic vector field
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromagnetic four-potential
Electromagnetic_four-potential
Specialty of electronic engineering
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Radio-frequency_engineering
British mathematical physicist (1793–1841)
acquired from Green himself. As Lord Kelvin recalled in a letter to Joseph Larmor shortly before his death in 1907, "I had only time that evening to look
George_Green_(mathematician)
Branch of theoretical physics
{\displaystyle \mathbf {E(r)} =-\nabla \varphi \mathbf {(r)} .} From this formula it is clear that E can be expressed in V/m (volts per meter). A changing
Classical_electromagnetism
Unidirectional flow of electric charge
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Direct_current
German physicist (1857–1894)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Heinrich_Hertz
Fundamental physical law of electromagnetism
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Coulomb's_law
Flow of electric charge
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electric_current
Physical phenomenon in electromagnetic field theory
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Relativistic_electromagnetism
Electromagnetic effect in physics
equilibrium, a voltage appears at the semiconductor edges. The simple formula for the Hall coefficient given above is usually a good explanation when
Hall_effect
Electromagnetic radiation
carried by the radiation is found (in SI units) by the relativistic Larmor formula: P γ = q 2 6 π ε 0 c 3 a 2 γ 4 = q 2 c 6 π ε 0 β 4 γ 4 ρ 2 , {\displaystyle
Synchrotron_radiation
Type of pump
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromagnetic_pump
Physical model of propagating energy
surface... Thus the radiation pressure of an electromagnetic wave is (formula)." "The Dual Nature of Light as Reflected in the Nobel Archives". nobelprize
Electromagnetic_radiation
Ability of a body to store an electrical charge
applications, the change in capacitance over time is negligible, so the formula reduces to: i ( t ) = C d v ( t ) d t , {\displaystyle i(t)=C{\frac {dv(t)}{dt}}
Capacitance
Type of potential in electrodynamics
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Retarded_potential
Mathematical object that describes the electromagnetic field in spacetime
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromagnetic_tensor
Model of electrically conducting fluids
relevant length scales are much longer than the ion skin depth and the Larmor radius perpendicular to the field, sufficiently long scales along the field
Magnetohydrodynamics
Fundamental interaction between charged particles
explicitly in some of the equations interrelating quantities in this system. Formulas for physical laws of electromagnetism (such as Maxwell's equations) need
Electromagnetism
Loops of electric current induced within conductors by a changing magnetic field
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Eddy_current
Concept in physics
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Magnetomotive_force
Concept in the physics of electromagnetism
in a uniform magnetic field will precess with a frequency known as the Larmor frequency. See Resonance. A magnetic moment in an externally produced magnetic
Magnetic_moment
Branch of physics about magnetism in systems with steady electric currents
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Magnetostatics
Joseph Larmor showed that an accelerating charge would radiate power according to classical electrodynamics, a result known as the Larmor formula. Since
History_of_atomic_theory
Electromagnetic stress
the matrix determinant lemma, in conjunction with the Sherman–Morrison formula. Noting that the characteristic equation matrix, σ ↔ − λ I {\displaystyle
Maxwell_stress_tensor
Material property
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Permeance
Formulations of electromagnetism
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Mathematical descriptions of the electromagnetic field
Mathematical_descriptions_of_the_electromagnetic_field
Opposition to the passage of an electric current
However, this formula still provides a good approximation for long thin conductors such as wires. Another situation for which this formula is not exact
Electrical resistance and conductance
Electrical_resistance_and_conductance
Opposition of a circuit to a current when a voltage is applied
using complex exponentials may be justified by noting that (by Euler's formula): cos ( ω t + ϕ ) = 1 2 [ e j ( ω t + ϕ ) + e − j ( ω t + ϕ ) ] {\displaystyle
Electrical_impedance
Propagation delay of EM radiation (light)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Retarded_time
Physical law
(d\mathbf {s} '\times \mathbf {r} )}{|r|^{3}}}} Start from the general formula: F 12 = μ 0 4 π ∫ L 1 ∫ L 2 I 1 d ℓ 1 × ( I 2 d ℓ 2 × r ^ 21 )
Ampère's_force_law
French mathematician and physicist (1781–1840)
summation formula in his precise evaluation of the remainder of the Euler–Maclaurin formula in 1823. Today, the generalization of this formula in the theory
Siméon_Denis_Poisson
Electromagnetic equations describing superconductors
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
London_equations
Electric current that periodically reverses direction
the current ( I ) and the resistance (R) of the wire, described by the formula: P w = I 2 R . {\displaystyle P_{\rm {w}}=I^{2}R\,.} This means that when
Alternating_current
Property of space that quantifies the magnetic influence at a given location
field is non-uniform, the total force can be computed by applying the formula to each infinitesimal segment of wire d ℓ {\displaystyle \mathrm {d} {\boldsymbol
Magnetic_field
Electromagnetic radiation due to deceleration of charged particles
an accelerating charged particle radiates power as described by the Larmor formula and its relativistic generalization. The total radiated power is P =
Bremsstrahlung
British physicist (1790–1837)
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
William_Ritchie_(physicist)
Vector field describing the density of electric dipole moments in a dielectric material
calculated in computer simulations (such as density functional theory); the formula for the integrated current turns out to be a type of Berry's phase. The
Polarization_density
Electrical action produced by a non-electrical source
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromotive_force
Concept in classical electromagnetism
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Ampère's_circuital_law
current Induction Lenz's law Electromagnetic mass Abraham–Lorentz force Larmor formula Poynting's theorem Maxwell tensor Electrical network Alternating current
Electromagnetic stress–energy tensor
Electromagnetic_stress–energy_tensor
suggested by Hendrik Lorentz along with George FitzGerald and Joseph Larmor. Both Larmor (1897) and Lorentz (1899, 1904) ignored aether motion and derived
History of Maxwell's equations
History_of_Maxwell's_equations
Relationship between relativity and pre-quantum electromagnetism
important role in the modern theory of classical electromagnetism. It gives formulas for how electromagnetic objects, in particular the electric and magnetic
Classical electromagnetism and special relativity
Classical_electromagnetism_and_special_relativity
Heat from a current in an electric conductor
explained by the fluctuation-dissipation theorem. The most fundamental formula for Joule heating is the generalized power equation: P = I ( V A − V B
Joule_heating
Potential energy that results from conservative Coulomb forces
the formula). The following outline of proof states the derivation from the definition of electric potential energy and Coulomb's law to this formula. Outline
Electric_potential_energy
LARMOR FORMULA
LARMOR FORMULA
Surname or Lastname
Irish (mainly County Louth)
Irish (mainly County Louth) : generally of English origin (see 1); but sometimes also used as a variant of Harman or Hardiman, i.e. an Anglicized form of Gaelic Ó hArgadáin (see Hargadon).English : variant spelling of Harman 1.
Surname or Lastname
English and Scottish
English and Scottish : variant of Lorimer.
Surname or Lastname
English
English : variant of Lerner.English : In the case of a Suffolk family who bore this name by the 16th century, ancestors are recorded in the forms Lawney (1381) and de Lauuenay (1327); this is therefore probably a variant of Delaney.
Surname or Lastname
Hungarian (Lándor)
Hungarian (Lándor) : from the old secular personal name Lándor.English : possibly a variant spelling of Lander.
Female
Portuguese
Portuguese form of Latin Carmel, CARMO means "garden-land."
Surname or Lastname
Northern Irish
Northern Irish : variant of Scottish Lorimer.English : occupational name for a maker of arms, Anglo-Norman French armer (Old French armier), with the definite article l’.
Surname or Lastname
English
English : unexplained.
Surname or Lastname
English (East Anglia)
English (East Anglia) : unexplained. There is a Larter Farm in Norfolk, but whether the place name gave rise to the surname or vice versa is not clear.
Male
Finnish
Finnish name TARMO means "energy, power."
Surname or Lastname
English
English : variant of Jarman.
Surname or Lastname
English
English : occupational name from Middle English, Old French ferm(i)er (Late Latin firmarius). The term denoted in the first instance a tax farmer, one who undertook the collection of taxes, revenues, and imposts, paying a fixed (Latin firmus) sum for the proceeds, and only secondarily someone who rented land for the purpose of cultivation; it was not applied to an owner of cultivated land before the 17th century.Irish : Anglicized (part translated) form of Gaelic Mac an Scolóige ‘son of the husbandman’, a rare surname of northern and western Ireland.
Surname or Lastname
Americanized form of Swedish Larsson, Danish and Norwegian Larsen.English
Americanized form of Swedish Larsson, Danish and Norwegian Larsen.English : patronymic from a pet form of Lawrence.
Male
Finnish
 Finnish name ARMO means "grace." Compare with another form of Armo.
Male
English
English surname transferred to forename use, from the German personal name Harman, HARMON means "bold/hardy man."
Surname or Lastname
French and Italian
French and Italian : occupational name from French, northern Italian sartor ‘tailor’ (Latin sartor).English : topographic name denoting someone who lived on land which had been cleared for cultivation, Old French assart, essart ‘woodland cleared for cultivation’ + the habitational suffix -er.
Surname or Lastname
English
English : habitational name from Larcombe in Devon, so named from Old English læfer ‘rush’, ‘reed’ or lÄwerce ‘lark’ + Old English cumb ‘valley’.
Surname or Lastname
English and Scottish
English and Scottish : occupational name for a maker and seller of spurs, bits, and other small metal attachments to harness and tackle. Compare Lorimer.
Surname or Lastname
English and Scottish
English and Scottish : habitational name from a place named Barmore or Barmoor, numerous examples of which are found in Derbyshire, North Yorkshire, and Northumberland, as well as the Scottish regions of Angus, Galloway, and Strathclyde. In Britain the surname is now rare and is found only in Manchester.
Male
Italian
 Italian name ARMO means "crew." Compare with another form of Armo.
Surname or Lastname
English
English : occupational name for a maker of arms and armor, from Anglo-Norman French armer ‘arms-maker’ (Old French armier). Originally this was a separate name from Armour, but in due course the two became inextricably confused.
LARMOR FORMULA
LARMOR FORMULA
Girl/Female
Arabic, Australian, French
Powerful
Surname or Lastname
English
English : habitational name from Batley in West Yorkshire, named with the Old English personal name Bata (see Batt 2) + Old English lēah ‘woodland clearing’.
Boy/Male
Arabic, Muslim
One who Starts Work Early
Boy/Male
Biblical
Strength, goat.
Boy/Male
Hindu, Indian, Malayalam, Sanskrit
Courageous; Name of God Hanuman; No Fear
Boy/Male
Hebrew, Indian, Sanskrit
Happy
Girl/Female
Hindu, Indian, Malayalam
Night
Boy/Male
American, Australian, British, English, French
Brotherly; Variant of Germaine; From Germany
Boy/Male
Greek
King of Epirus.
Boy/Male
Hindu, Indian, Kannada, Marathi, Telugu
Lord of a Town
LARMOR FORMULA
LARMOR FORMULA
LARMOR FORMULA
LARMOR FORMULA
LARMOR FORMULA
n.
Steel or iron covering, whether of ships or forts, protecting them from the fire of artillery.
v. i.
To lodge, or abide for a time; to take shelter, as in a harbor.
n.
One who carries the armor or arms of another; an armiger.
n.
Any rodent of the genus Arctomys. The common European marmot (A. marmotta) is about the size of a rabbit, and inhabits the higher regions of the Alps and Pyrenees. The bobac is another European species. The common American species (A. monax) is the woodchuck.
v. t.
To prosecute, or perfect, with effort; to urge stre/uously; as, to labor a point or argument.
v. i.
To engage in the business of tilling the soil; to labor as a farmer.
n.
In large private houses, a sitting room for the family and for familiar guests, -- a room for less formal uses than the drawing-room. Esp., in modern times, the dining room of a house having few apartments, as a London house, where the dining parlor is usually on the ground floor.
n.
Armor; defensive and offensive arms.
n.
One who takes taxes, customs, excise, or other duties, to collect, either paying a fixed annuual rent for the privilege; as, a farmer of the revenues.
a.
Wearing mail or armor; clad of armor.
n.
Heat, in a literal sense; as, the ardor of the sun's rays.
n.
Defensive arms for the body; any clothing or covering worn to protect one's person in battle.
a.
Saving labor; adapted to supersede or diminish the labor of men; as, labor-saving machinery.
n.
Intellectual exertion; mental effort; as, the labor of compiling a history.
n.
Labor hired or performed by the day.
n.
That branch of heraldry which treats of coat armor.
n.
Armor.
n.
Warmth or heat of passion or affection; eagerness; zeal; as, he pursues study with ardor; the fought with ardor; martial ardor.
n.
A movement or piece in largo time.