Many Physics Formulas May Need Updating With The Addtion of Rotation And Vibration Kinetic Energy Factors Discovered Necessary In The Last Century As Possible Conditions Of All Matter As Well As Only Previously Known Linear Kinetic Energies. Future Physics Formulas May Need Addition Of Rotation and Vib
POSTER
Abstract
About 1960 it was found that all matter such as molecules, nuclei, stars and planets, besides moving linearly, may also rotate and vibrate. Many older physics formulas did not include these essential factors.and may need updating as well as future ones.
The total energy of a body moving at slow speeds was derived in 1905 by Einstein to be E =mc2 + 1/2mv2 and 1921 Nobel Prize formula for the Photoelectric Effect was hf = (1/2mv2) + Φ.
With rotation and vibration kinetic energy factors and potential energy ones more reconciliation experimental data with theory may result. The mass-energy equation at slow speeds and The Photoelectric Effect should now be updated to
E= mc2+ 1/2mv2 + 1/2Iω2 + 1/2kx2 + (Gm1m2)/r2 + (kq1q2)/r2 and Photoelectric Effect to
hf = (1/2mv2 +1/2Iω2 +1/2kx2)max + Φ. Many other physics equations are easily updated by easily adding rotation and vibration kinetic energy factors thus improving their accuracy. In pair production and annhiliation,
hf= 2m0c2 + 1/2m0+v+2 + 1/2m0-v2 + 1/2Iω+2+ 1/2I-ω-2 + 1/2k+x+2 + 1/2k-x-2 .. In pair annilihiation the total energy of the resulting photons originate from the linear, rotation and vibration kinetic energies and mass-enrergy conversion. hf1 + hf2 = 2m0c2 + 1/2m+0v+2 + 1/2m0-v- 2 +
1/2I+ω+2 + 1/2I-ω- 2 + 1/2k+x+2 + 1/2k-x-2
The total energy of a body moving at slow speeds was derived in 1905 by Einstein to be E =mc2 + 1/2mv2 and 1921 Nobel Prize formula for the Photoelectric Effect was hf = (1/2mv2) + Φ.
With rotation and vibration kinetic energy factors and potential energy ones more reconciliation experimental data with theory may result. The mass-energy equation at slow speeds and The Photoelectric Effect should now be updated to
E= mc2+ 1/2mv2 + 1/2Iω2 + 1/2kx2 + (Gm1m2)/r2 + (kq1q2)/r2 and Photoelectric Effect to
hf = (1/2mv2 +1/2Iω2 +1/2kx2)max + Φ. Many other physics equations are easily updated by easily adding rotation and vibration kinetic energy factors thus improving their accuracy. In pair production and annhiliation,
hf= 2m0c2 + 1/2m0+v+2 + 1/2m0-v2 + 1/2Iω+2+ 1/2I-ω-2 + 1/2k+x+2 + 1/2k-x-2 .. In pair annilihiation the total energy of the resulting photons originate from the linear, rotation and vibration kinetic energies and mass-enrergy conversion. hf1 + hf2 = 2m0c2 + 1/2m+0v+2 + 1/2m0-v- 2 +
1/2I+ω+2 + 1/2I-ω- 2 + 1/2k+x+2 + 1/2k-x-2
Presenters
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Stewart Brekke
Northeastern Illinois Univ
Authors
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Stewart Brekke
Northeastern Illinois Univ