The Einstein's most famous equation E=mc² is invalid. Most of modern physics is founded on relativistic mechanics which is based on this equation; such physics includes particle physics, quantum electrodynamics(QED) and nuclear physics. The Large Hadron Collider (LHC) of CERN in Geneva is a supercollider developed to investigate particle physics. As particle physics is just fiction, it is a huge waste of human effort and financial resources to operate such an enormously expensive facility. It is in the interest of the world to know not to be mislead into a labyrinth leading to nowhere.
The proof that E=mc² is invalid is simple; it is given below.
Newton's 2nd law defines force with:
F = d/dt(mv) = ma --- (I)
m = invariant mass or quantity of matter in Newton's 'Principia'. Force in SI unit is the newton (N). The unit of energy would be joule(J) or newton-meter(N.m).
After Einstein's introduction of special relativity in 1905, the relativists developed a new relativistic mechanics to replace Newtonian mechanics and claimed it to have replaced Newtonian mechanics to be the proper mechanics in the natural world; it is supposed valid for all speed including near light speed. RElativistic mechanics starts with a new definition of force:
F=d/dt(mv/√(1-v²/c²)) --- (II)
With (II) as the new force and using the work energy theorem, a new formula for kinetic energy is derived:
KE = (γ - 1)m₀c² --- (III)
where γ=1/√(1-v²/c²); by a assuming that a particle at rest has a rest energy given by m₀c² and adding it to (III), we derive the so called: Total energy = KE + rest-energy = γm₀c²; in other words:
E=mc² --- (IV)
where E represents the total energy of a particle and m or γm₀ is the relativistic mass dependent on velocity.
The problem with E=mc² is that E is fictitious and does not have any unit in any system of units (such as the SI system). This is because the force in (II) above cannot in any way be used to define a unit of force in any system of unit; the physics world just assumed that (II) also defines a force where it has the same unit newton(N) as in classical mechanics. How could that be! the newton is specifically defined using (I) and not (II). When force in relativistic mechanics is fictitious, the result of using the work-energy theorem only result in a fictitious energy for work without any associated real unit. But mainstream physics assumes that the energy E in E=mc² is also in the SI unit joule(J). Of course it cannot be!
What this imply is that all physics founded on relativistic mechanics are fictitious including particle physics of the Standard Model, quantum electrodynamics(QED), nuclear physics (theory).
Chan Rasjid Kah Chew,
Singapore.
The proof that E=mc² is invalid is simple; it is given below.
Newton's 2nd law defines force with:
F = d/dt(mv) = ma --- (I)
m = invariant mass or quantity of matter in Newton's 'Principia'. Force in SI unit is the newton (N). The unit of energy would be joule(J) or newton-meter(N.m).
After Einstein's introduction of special relativity in 1905, the relativists developed a new relativistic mechanics to replace Newtonian mechanics and claimed it to have replaced Newtonian mechanics to be the proper mechanics in the natural world; it is supposed valid for all speed including near light speed. RElativistic mechanics starts with a new definition of force:
F=d/dt(mv/√(1-v²/c²)) --- (II)
With (II) as the new force and using the work energy theorem, a new formula for kinetic energy is derived:
KE = (γ - 1)m₀c² --- (III)
where γ=1/√(1-v²/c²); by a assuming that a particle at rest has a rest energy given by m₀c² and adding it to (III), we derive the so called: Total energy = KE + rest-energy = γm₀c²; in other words:
E=mc² --- (IV)
where E represents the total energy of a particle and m or γm₀ is the relativistic mass dependent on velocity.
The problem with E=mc² is that E is fictitious and does not have any unit in any system of units (such as the SI system). This is because the force in (II) above cannot in any way be used to define a unit of force in any system of unit; the physics world just assumed that (II) also defines a force where it has the same unit newton(N) as in classical mechanics. How could that be! the newton is specifically defined using (I) and not (II). When force in relativistic mechanics is fictitious, the result of using the work-energy theorem only result in a fictitious energy for work without any associated real unit. But mainstream physics assumes that the energy E in E=mc² is also in the SI unit joule(J). Of course it cannot be!
What this imply is that all physics founded on relativistic mechanics are fictitious including particle physics of the Standard Model, quantum electrodynamics(QED), nuclear physics (theory).
Chan Rasjid Kah Chew,
Singapore.
E=mc2 Relativistic Mechanics Invalid, 相对论错误
E=mc2 kinetic energy fictitious; relativistic mechanics has no defined force unit; the SI Newton only valid for Newtonian mechanics. 爱因斯坦的相对论是错误的; E = mc2 没有真正的物理单位。
www.emc2fails.com
Me just read physic statements and do some thoughts about. "What if" is my prefered way to try to understand 
