Mike_bb's latest activity

Let we have 2 events. In the 1st IRF these events happen simultaneity, but in the 2nd moving IRF these events happen at the different time.

Dale, I've read about the relativity of simultaneity but I can't understand how does it apply to example with observers.

Clock A reads 100 and clock B reads 80 at the same moment in frame A. Clock B reads 100 and clock A reads 80 at the same moment in frame...

@Mike_bb are you familiar with the Lorentz transform equations?

Yes. But I used them several times.

Do you want to say that if I see in the frame A to frame B(to clock B) and if observer from the frame B see in the frame A(to clock A)...

These are not the same moment, there is no universal same moment. That is exactly the point of the relativity of simultaneity. Please...

I see on the clock B from the frame A and clock B shows 80s. My clock in frame A shows 100s. Observer from the frame B see on my clock...

Whenever you say “at the same moment” you need to specify the reference frame. I have told you this before...

##\Delta t## is the time interval between two events with respect to frame (x, y, z, t). You did not specify the problem completely...

Yes. But how is it possible that clock B shows 80s (case 1) and at the same moment clock B shows 100s(case 2)?

I understand it. Thx! Please response to my post#27.

You wrote in posting #10 under 1) that for observer A, events E1 and E2 happen simultaneously. Newtonian physics postulates (wrongly)...

Sagittarius A-Star, ##\Delta t## is slowed time ? Could you explain what time do clocks show in our example with ship A and ship B? Thx.

Because that's how the Lorentz Transformation works.