I understand that mass refers to either gravitational mass or inertial mass, or both, depending on context. I also understand that mass generally refers to rest mass, but mass increases depending on the speed of the (massive) particle, and this additional mass is called relativistic mass. Also, photons do not have a rest state, and hence no rest mass. I understand that photons are considered massless; otherwise, they would not reach the speed of light.<br /><br />Now, consider the scenario of a star suddenly going "poof", converting all of its mass to energy. The energy, E, released will be equal to the (original rest gravitational) mass of the star, times c squared. (e=mc^2)<br /><br />This scenario is used as an example of a source of (elusive) gravitational waves; in particular, when mass is converted to energy, the gravity dissapears.<br /><br />I'm saying that's possibly a bunch of BS, and here's why...<br /><br />1) According to the law of conservation of mass and energy, the same quantity of energy that was released when the star went "poof" could later be construct a new star, according to m=Ec^-2. And, when that happens, the gravity suddenly switches back on again. Hmmm....: what happened to the gravity in the meantime???<br /><br />2) According to the law of conservation of momentum, if an object (ie. a firecracker) simply explodes, its center of mass remains the same. That is, the sum of the momenta (total momentum) remains the same.<br /><br />The same goes for a star: if it goes "poof", its total momentum must also remain the same... except in this case, some of the mass was converted to energy in the form of photons. Although photons are massless, they do have momentum (p=E/c).<br /><br />Well, if (massless energetic) photons carry away momentum, and the total momentum remains the same, then doesn't the center of gravity remain the same too? So, then, where is the gravitational wave coming from?<br /><br />So, here's my "jatslo moment" for the month: Perha