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Who is Dr. force?

Updated: 11/14/2022
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dr. Mark Force, North Scottsdale, Arizona, Chiropractor, Chiropractic, Applied Kinesiology, Acupuncture, Clinical Nutrition,Natural, Alternative Medicine. The Elements of Health, Scottsdale Arizona,

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Related questions

What is Electrical Force?

Electrical force is the first derivative of electrical energy, F= dW/dr = dqV/dr = qE.


What explaination of force?

Force F is the first derivative of energy W. Energy is a Quaternion quantity consisting of a scalar energy (potential V) and a vector energy (e.g cmV = cP ), W =V + cP= [V,cP]. Force =XW = [d/dr,DEL][V,cP] = [dV/dr -cDEL.P, cdP/dr + DEL V + cDELxP] There are Five Forces: dV/dr is Centripetal scalar Force cDEL.P is Centrifugal scalar Force cdP/dr is Tangent vector Force DEL V is Gradient vector Force cDELxP is Curl/circulation force


What are the causes of force?

The causes of force is the change of energy in space, f=dE/dr.


What exactly is force in physics?

Force F is exactly the space derivative of Energy W, F= XW. Energy W is the sum of a scalar energy S/Potential and Vector energy V. This gives Force F= X(S + V) = X[S,V] F = [d/dr,Del][S,V] = [dS/dr - Del.V, dV/dr + Del S + DelxV] There are generally five forces: scalar derivative dS/dr, Centripetal Force Divergence Del.V , Centrifugal Force Tangent dV/dr = dV/cdt, Tangent Force Gradient Del S , Radial force and Curl DelxV Circular Force.


What is an electric force?

Coulomb attraction/repulsion is an electrical force.


When what equals the force of gravity on a falling object the object reaches what?

viscous force F=uA(dv/dr) u=(constant) Dynamic viscosity A=area dv/dr=Velocity gradient


Force can be defined as a?

Force IS defined as the first derivative of Energy, F = dW/dr.


What is force and Force vector and how is it science?

Force is the first derivative of Energy and energy is a quaternion quantity consisting of a scalar energy (potential (e.g -vh/r, mGM/r) and a vector energy (e.g cP). Force is F= [d/dr, Del][-vh/r, cP] = [vh/r2 -cDel.P, cdP/dr + Del -vhr/r + cDelxP] Note that cdP/dr = cdP/cdt =dP/dt = mdV/dt is derived from the vector energy cP. Force is a Quaternion quantity with a scalar force and vector force.


What are the five different forces?

The five different forces are the derivatives of the Quaternion Energy E=Es + Ev=[Es,Ev] where Es is the Scalar Energy and Ev the vector Energy. Force = XE = [d/dr,Del][Es,Ev] = [dEs/dr -Del . Ev, dEv/dr + Del Es + DelxEv] dEs/dr the scalar derivative of the Scalar Energy, the Scalar Centripetal Force Del.Ev the Divergence of the Vector Energy, the Scalar Centrifugal Force dEv/dr the scalar derivative of the Vector Energy, the Vector Tangent Force Del Es the vector Derivative of the Scalar Energy, the Vector Gradient Force DelxEv the Curl of the Vector Energy, the Vector Circulation Force.


Different types of forces?

Here are 12 different forcesbalanced forcecontact forcenoncontact forcenet forceunbalanced forcegravityelastic forcetension forcecompression forcenormal forceair resistancecentripical forceNot all but some...


When what equals the force of gravity on a falling object the object reaches terminal velocity.?

viscous force F=uA(dv/dr) u=(constant) Dynamic viscosity A=area dv/dr=Velocity gradient


When what equals the force of gravity on a falling object the object reaches terminal velocity?

viscous force F=uA(dv/dr) u=(constant) Dynamic viscosity A=area dv/dr=Velocity gradient