PeroK's latest activity
-
PeroK replied to the thread Astronomy enthusiast.Go to the Cosmology forum and click on "Post Thread" https://www.physicsforums.com/forums/cosmology.69/ -
PeroK replied to the thread I Is calling fictitious forces "not real" just about terminology?.Can you prove that the arguments about DDWFTTW are between those who understand N3 as you do and those who do not understand it? It... -
PeroK replied to the thread Astronomy enthusiast.:welcome: -
PeroK reacted to Herman Trivilino's post in the thread I Is calling fictitious forces "not real" just about terminology? with
Like.
We're here to discuss different opinions, not to argue from authority. I apologize if I came off as doing the latter. -
PeroK reacted to Herman Trivilino's post in the thread I Is calling fictitious forces "not real" just about terminology? with
Like.
Not at all. I'm offering an opinion, not a mandate. I didn't mean to imply that all students are left with these misconceptions, or... -
PeroK replied to the thread I The rocket equation, one more time.The problem that has arisen here is that if ##\frac{dm}{dt}## is positive for a rocket losing mass, then all the theorems of the... -
PeroK replied to the thread I The rocket equation, one more time.You have no choice with the derivative: it's positive when a quantity is increasing. You have chosen the opposite convention for... -
PeroK replied to the thread I The rocket equation, one more time.I suspect the problem is that, because you've taken ##\Delta m## to be positive when the rocket is losing mass, you have... -
PeroK replied to the thread I The rocket equation, one more time.Okay, the problem must be with your solution to the differential equation. -
PeroK replied to the thread I The rocket equation, one more time.PS if you want to take ##v_{gas}## as the velocity of the gas relative to the rocket, then you need ##v + v_{gas}## in that equation... -
PeroK replied to the thread I The rocket equation, one more time.Let's look at this equation in the rest frame of the rocket (##v = 0##). We have: $$(m-\Delta m)(\Delta v)+\Delta m(0-v_{gas})=0$$Which... -
PeroK replied to the thread I The rocket equation, one more time.I suspect that ##v_{gas}## is the problem. If you use velocities rather than speeds, then you can use a single equation. Moreover, the... -
PeroK replied to the thread I The rocket equation, one more time.PS try ##v =0## and see what happens. -
PeroK replied to the thread I The rocket equation, one more time.I can look at this later. In the meantime, what are the possible values of ##v## and ##v_{gas}##?