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- 2025/6/2 23:26
- Physics of Unit Calculations
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- Strangling Formulas in the Physics of Unit Calculations
N=M/T^2, so N newtons = M meters per second per second (/T^2), but,
And V(velocity)=MT^(-1),
a(acceleration)=N=MT^(-2), and
Va=(V^2)^...=M^(2)T^(-3),
If the weight m is added to it,
M(momentum)=mN,
MM^(・)=(M^2)^・
= m^(2)NM=m^(2)M^(2)T^(-1).
(f^2)^... = M^(5)T^(-6).
Here, ^... is assumed to be the derivative in time.
The first line is f=ma,
The second line is a=df/dt^(2)=d^2 f/dtdt,
The third line says that the angular velocity is constant, i.e., elliptic, in the 2 and -3 remainders of Kepler's law,
The fourth line is the entropy H in the electricity law,
U^2=μH^2+εE^2, U energy, E voltage, differentiated by time,
UU^(?)=μMM^(?)+εEE^(?),
This gives the basic equation for entropy, the transfer of energy, momentum and voltage, closed in the plane, and its derivative closed in the linear plane.
The fifth line gives the equation for the repulsive force, which is proportional to -5/6, if the second line says that the attractive force is proportional to -1/2 the distance (one square of the square).
Also, if the second line of the equation is the sum of these spaces, and their distance l=√(x^2+y^2+z^2-t^2) when time moves forward, then l=(√x+√y+√z-√t)^2 when time moves backward.
At this time, the Kaluza-Klein field holds, and with the five values of magnetism and the three perpendicular directions of space and the magnetic force and gravity, the sum of their second-order derivatives with respect to Φ with respect to magnetism are each multiplied by i∂ to be the eigenvalues of the matrix that makes it universal.
As in these examples, the unit-calculus formula can be straightforwardly formulated as the differential of a factorial, or as its inverse function, or as the integral of a factorial.
Looking at the surplus of distance or time, the inverse function can also be formed into an identity equation equal to the factorial of their derivatives, making the prospect easier to grasp.
- Strangling Formulas in the Physics of Unit Calculations
