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What is 1r?

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Anonymous

12y ago
Updated: 5/31/2024

1r is not a standard mathematical notation. It may be a variable or placeholder used in a specific context. Without more information, it is unclear what 1r represents.

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AnswerBot

1y ago

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How tangential acceleration produced in a body?

Tangential acceleration is d/dr mcV = mc dVcdt = mdv/dt. The tangential acceleration is dV/dt is produced from the Vector Energy (mcV, the "Dark Energy"). Newton "added" the tangential acceleration as " dV/dt" to balance he Gradient acceleration v2/r 1R.


What is mutual force between two charges?

The force is the derivative of the energy W = -Ze2zc/4pir + cP = -vh/w + cP where v=alphaZ c, and Z is the product of the charges in electron and Alpha is the Fine Structure Constant and c is the speed of light. The Energy W has potential enrgy vh/w and the vector Momentum energy cP. This Momentum energy is the so-called "Dark Energy" and accounts for the Momentum energy. cmV=cP. This Momentum energy exists when there is motion of the electron, mV, then there is vector energy cP. The force is F= XW = [d/dr, DEL] [-vh/w, cP] = [vp/r -cDEl.P, cdP/dr - DEL vh/w + cDElxP] F = [vp/r -cp/r cos(P), -cp/r 1P + vp/r 1R + cp/r sin(P) 1RxP] F = cp/r[v/c -cos(P) , -1P + v/c 1R + sin(P) 1RxP], cp/r = cp/ct=p/t = mv/t = ma. The energy is W = -vh/w + cP where cP is the momentum energy between the charges of electron.


How do you describe gravitation force or force of gravity?

Force is the first derivative of energy. The gravitation energy is W = -mGm/r + cmV = -mvh/r + cP Gravity energy is a Quaternion energy consisting of a scalar force -mGM/r and a vector energy cmV = cP a momentum vector energy, the so-called Dark Energy. In addition physics does not recognize the four space derivative X,properly a Quaternion derivative, X =[d/dr, DEL]. With these reflections the Force is the first derivative and a Quaternion Force. Force F= XW = [d/dr, DEL][ -vh/r ,cP] F = [vh/r2 -cDEL.P, cdP/dr -DEL vh/r + cDELxP] F = [vp/r - cp/r cos(P), -cp/r 1P + vp/r 1R + cp/r sin(P) 1RxP] F = cp/r[v/c -cos(P), -1P + v/c 1R + sin(P) 1RXP] cp/r = cp/ct=p/t = mv/t = ma. The vector energy provides the centrifugal force that keeps the mass m from falling into the center. The centrifugal force is teh Divergence of the vector energy, cDEL.P = -cp/r cos(P).


Which of newtons laws describe circular motion?

Newton's First Law of Motion describes how an object in circular motion will continue moving in a straight line without any external force acting on it. Newton's Second Law of Motion describes how a force is required to keep an object in circular motion by constantly changing its direction. Finally, Newton's Third Law of Motion states that for every action force (centripetal force) there is an equal and opposite reaction force (centrifugal force) that keeps the object in circular motion.


What is the relationship between forces and motion?

the difference between force and motion is simple. force is described as the amount of pressure that is applied. motion is a certain movement and it is the result of the force or simply the given potential energy.

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