Chapter 4.2 The celestial speed limit

Imagine trying to run if every faster stride made your legs heavier and even sprinting speeds turned them into lead weights. Increasing a body’s speed requires some kind of push or force. Increasing the speed of heavier bodies requires stronger and harder pushes. If a body’s mass approaches infinity, then further increases in speed would … Read more

Chapter 3.3 Interpreting symmetry

Both the majority and minority interpretations agree that measure- ments show that one ship is longer and shorter than the other, or that the car is longer and shorter than the garage, depending on which set of rulers and clocks is used. That is, they agree that appearances are symmetric. They also agree that there … Read more

Chapter 3.2 The garage

An illustration will help bring these points home. According to Einstein, length contraction will permit us to house the six-metre Jaguar in a three-metre garage, as mentioned above. By driving at 85 per cent of the speed of light, the car will contract by some 50 per cent. We can drive the car into the … Read more

Chapter 3.1 Measuring spaces in time

How can one spaceship be shorter and longer than the other? Is there a contradiction? The short answer is no. For a contradiction, opposite properties must belong to one thing at the same time, but this is not the case. The different spaceships have different times. Consider how the lengths of moving bodies are measured. … Read more

Chapter 3.0 The twin paradox – Symmetry

Among physicists, the word “symmetry” means “sameness across differ- ence”. The prefixes “sym” and “syn” mean “same”, so “symphony” means “many musicians making the same sound” and “synchrony” means “same time”. “Metry” comes from the Greek word for “measure” (as in “metric”) and here means “size” or “shape”. Thus a face has a symmetry when … Read more