The fact that relativistic mass is real is easily observed on particle accelerators: Particles are constantly provided with a force by magnetic fields. The force is not dependent on the mass of the particle, but on its electric charge, which is constant. If the particle's mass(the mass used in equations like a=F/m) stays the same, then the particle would have no reason not to accelerate past the speed of light. It is because relativistic mass increases by the factor gamma, that the acceleration decreases in high speeds even when the same force is applied, thus making it impossible to reach the speed of light.
http://en.wikipedia.org/wiki/Mass%E2%80%93energy_equivalence
Quote:
When an object is pushed in the direction of motion, it gains momentum and energy, but when the object is already traveling near the speed of light, it cannot move much faster, no matter how much energy it absorbs. Its momentum and energy continue to increase without bounds, whereas its speed approaches a constant value—the speed of light. This implies that in relativity the momentum of an object cannot be a constant times the velocity, nor can the kinetic energy be a constant times the square of the velocity.
The relativistic mass is defined as the ratio of the momentum of an object to its velocity, and it depends on the motion of the object. If the object is moving slowly, the relativistic mass is nearly equal to the rest mass and both are nearly equal to the usual Newtonian mass. If the object is moving quickly, the relativistic mass is greater than the rest mass by an amount equal to the mass associated with the kinetic energy of the object. As the object approaches the speed of light, the relativistic mass becomes infinite, because the kinetic energy becomes infinite and this energy is associated with mass.
The relativistic mass is always equal to the total energy (rest energy plus kinetic energy) divided by c2.[3] Because the relativistic mass is exactly proportional to the energy, relativistic mass and relativistic energy are nearly synonyms; the only difference between them is the units. If length and time are measured in natural units, the speed of light is equal to 1, and even this difference disappears. Then mass and energy have the same units and are always equal, so it is redundant to speak about relativistic mass, because it is just another name for the energy. This is why physicists usually reserve the useful short word "mass" to mean rest-mass.
The question remains: Inside the spaceship,from the Earth's reference, clocks tick slower. We know this. It's not an 'illusion', if the spaceship would be to turn around and return to Earth, we would find that the clocks of the ship are out of sync with Earth clocks. That should mean that the engine's components also 'tick' slower. If hypothetically the spaceship would reach a velocity very very close to the speed of light, the engine of the ship would appear nearly stopped, like the clocks. How does this not result to a decrease in thrust?