Description

Named after Charles-Augustin de Coulomb, Coulomb’s legislation (F=kqq/r2) is an equation the represents the attractive or repulsive electric force (F) of two allude charges (q). The force is proportional come the square the the distance (r) between charges. The proportionality continuous that relates force to charge and distance is given the letter k, or ke, and is known as Coulomb’s constant.

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In power wave theory, particles experience constructive or damaging longitudinal wave interference based on their place on standing tide nodes. Constructive tide interference leader to a repulsion of two particles together a result of boosted wave amplitude in between them; terrible wave interference leads to an attraction of 2 particles. This reasons the activity of particles and is measured together the electrical force. Note, when the energy is stored, such as the electron’s place in an atom, it may result in a photon as explain in the Planck relation (E=hf).

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Derivation – timeless Constants

Coulomb’s Law deserve to be obtained using just Planck constants (classical constants), and the electron’s energy at distance (r). The source is very comparable to the Planck relation as they are both regarded the electron’s energy at distance. Energy is conserved, yet wave formation (geometry) changes, as explained in the geometry of spacetime page. The geometries (α1 and α2) are explained in Eq. 1.4.3. When every one of the variables in the α2 proportion are the electron’s classic radius (re), with the exemption of slant length (l), i beg your pardon is πre, it resolves to be the fine structure continuous (described in Eq. 1.4.6). More details have the right to be discovered in the Geometry the Spacetime paper.

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Proof

Coulomb’s constant: From Eq. 1.4.13, Coulomb’s consistent matches in numerical value.

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Derivation – wave Constants

This derivation starts from a classical type of the electron’s force. It supplies a dimensionless fragment count (Q) which requirements to be convert to fee (q) come be regular with Coulomb’s law. Fee is based on each particle having actually an elementary fee (e). In other words, q=Qe.

In this derivation, the elementary fee (e) is found, in addition to Coulomb’s constant (k). Both of these constants are no longer crucial when using energy wave constants. Their worths were uncovered to match CODATA worths in the Constants section, for this reason with this proof they can be substituted below. Further details, including the recommendation to Eq. 1.11, can be uncovered in the Key Physics Equations and also Experiments paper. .

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Proof

Coulomb’s constant: From Eq. 2.4.7, Coulomb’s constant matches in number value. In tide theory, Coulombs (C) is measured in amplitude (meters). Coulomb’s consistent is because of this a force, in regards to units.

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Elementary charge: From Eq. 2.4.4, the elementary charge was correctly calculated ~ above this site and in the Fundamental physics Constants paper. It matches in number value. In wave theory, Coulombs (C) is measure in amplitude (meters).