Attempt Quantum Gravity "Mainstream Physics"

[Vmedvil]

Another Post, gave me this idea, for a different way to write this that Mainstream physics would accept and would be simpler. 

start with

4-D Invariant SR Time-space. 

ds²  = dx² + dy² + dz² - (Cdt)²

Quantum Equivalence. 

∇ =d²/dx² + d²/dy² + d²/dz² =  d²(1/dx² + 1/dy² + 1/dz²)

dx_ψ² + dy_ψ² + dz_ψ² =  (d²/∇)

Schrodinger equation

Solve for ∇

∇ = ((iħ(d/dt)ψ[r,t] - V[r,t]ψ[r,t])/((ħ²/2M)ψ[r,t]))^1/2

Now for the Hard part the Energy Stress Tensor

(dx_ψ² + dy_ψ² + dz_ψ²) - (dx_Tuv² + dy_Tuv² + dz_Tuv²) = 0

S_x²/θ_x² = dx²

 

Δx = ((F/M) * Δt²)

d_xx = ((σ_xxA_xx/M) * dt²)

(S_x²/θ_x²)+ (S_y²/θ_y²) + (S_z²/θ_z²) - ((σ_xxA_xx/M) * dt²)²  - ((σ_xyA_xy/M) * dt²)²  - ((σ_xzA_xz/M) * dt²)² - ((σ_yxA_yx/M) * dt²)²  - ((σ_yyA_yy/M) * dt²)²  - ((σ_yzA_yz/M) * dt²)²  - ((σ_zxA_zx/M) * dt²)²  -((σ_zyA_zy/M) * dt²)²  - ((σ_zzA_zz/M) * dt²)²  = dx_Tuv² + dy_Tuv² + dz_Tuv²

 

Lastly Invariant Quantum Relativistic 4-D Time-space.

ds²  = (dx_ψ² + dy_ψ² + dz_ψ²) - (dx_Tuv² + dy_Tuv² + dz_Tuv²) - (Cdt)²

 

Add SR

ds²  = (dx_ψ² + dy_ψ² + dz_ψ²) - (dx_Tuv² + dy_Tuv² + dz_Tuv²) - (Cdt')²

 

V² = V_E² - V_Λ²

V_Λ² _{= H}²_{d(Kiloparsec)}²

V_E²  = 2(∑E_net/M)

 

Useful equations for θ

Useful Energy Equations for ∑E_net = E₁ + E₂ + E₃.... + E_∞

 

 

Edited December 26, 2017 by Vmedvil

[Vmedvil]

One more

Edited December 26, 2017 by Vmedvil

[Vmedvil]

To put it in the Similar form as Energy Density in the tensor, but you can measure much more with this version as it is not limited to this form.

V_E²  = 2(∑E_net/M)

Electric Field Strength and Magnetic Dipole Moment.

∑E_net  = EQdx + μB

Electric Field

Magnetic Dipole moment μ

Magnetic Field B

Edited December 26, 2017 by Vmedvil

[Vmedvil]

http://hydrogen.physik.uni-wuppertal.de/hyperphysics/hyperphysics/hbase/rotq.html

I am starting to realize another useful equation. 

ω_x²V_x² = dx²

ω_y²V_y² = dy²

ω_z²V_z² = dz²

Which is another form of this.

(ω_z²V_z²)+ (ω_y²V_y²) + (ω_x²V_x²) - ((σ_xxA_xx/M) * dt²)²  - ((σ_xyA_xy/M) * dt²)²  - ((σ_xzA_xz/M) * dt²)² - ((σ_yxA_yx/M) * dt²)²  - ((σ_yyA_yy/M) * dt²)²  - ((σ_yzA_yz/M) * dt²)²  - ((σ_zxA_zx/M) * dt²)²  -((σ_zyA_zy/M) * dt²)²  - ((σ_zzA_zz/M) * dt²)²  = dx_Tuv² + dy_Tuv² + dz_Tuv²

Edited December 26, 2017 by Vmedvil

[swansont]

!

Moderator Note

Is there a point to this, or are you just posting a bunch of equations and pictures?

 

[Vmedvil]

1 minute ago, swansont said:

!

Moderator Note

Is there a point to this, or are you just posting a bunch of equations?

 

Oh, I am playing with something.

[Vmedvil]

Does anyone  know what a Sqaure Radians  sqaure meter per Hypersecond means in the same context as momentum density?

Radian² Meter²  / Second⁴  = ??? 

What is that a unit of?

9 minutes ago, Vmedvil said:

Does anyone  know what a Sqaure Radians  sqaure meter per Hypersecond means in the same context as momentum density?

Radian² Meter²  / Second⁴  = ??? 

What is that a unit of?

Oh I see what this is screwed up LOL
 

This wrong algebra mistake.

ω_x²V_x² = dx²

ω_y²V_y² = dy²

ω_z²V_z² = dz²

Which is another form of this.

(ω_z²V_z²)+ (ω_y²V_y²) + (ω_x²V_x²) - ((σ_xxA_xx/M) * dt²)²  - ((σ_xyA_xy/M) * dt²)²  - ((σ_xzA_xz/M) * dt²)² - ((σ_yxA_yx/M) * dt²)²  - ((σ_yyA_yy/M) * dt²)²  - ((σ_yzA_yz/M) * dt²)²  - ((σ_zxA_zx/M) * dt²)²  -((σ_zyA_zy/M) * dt²)²  - ((σ_zzA_zz/M) * dt²)²  = dx_Tuv² + dy_Tuv² + dz_Tuv²

Corrected form which actually makes sense.

ω_x²/V_x² = dx²

ω_y²/V_y² = dy²

ω_z²/V_z² = dz²

Which is another form of this correct.

(ω_x²/V_x²) + (ω_y²/V_y²) + (ω_z²/V_z²) - ((σ_xxA_xx/M) * dt²)²  - ((σ_xyA_xy/M) * dt²)²  - ((σ_xzA_xz/M) * dt²)² - ((σ_yxA_yx/M) * dt²)²  - ((σ_yyA_yy/M) * dt²)²  - ((σ_yzA_yz/M) * dt²)²  - ((σ_zxA_zx/M) * dt²)²  -((σ_zyA_zy/M) * dt²)²  - ((σ_zzA_zz/M) * dt²)²  = dx_Tuv² + dy_Tuv² + dz_Tuv²

Edited December 26, 2017 by Vmedvil

[Vmedvil]

Well, I fused all this.