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- Q7281252 subject Q5443526.
- Q7281252 subject Q6547869.
- Q7281252 subject Q8790967.
- Q7281252 abstract "In geometry, a radiodrome is the pursuit curve followed by a point that is pursuing another linearly-moving point. The term is derived from the Latin word radius (beam) and the Greek word dromos (running). The classical (and best-known) form of a radiodrome is known as the "dog curve"; this is the path a dog follows when it swims across a stream with a current after food it has spotted on the other side. Because the dog drifts downwards with the current, it will have to change its heading; it will also have to swim further than if it had computed the optimal heading. This case was described by Pierre Bouguer in 1732.A radiodrome may alternatively be described as the path a dog follows when chasing a hare, assuming that the hare runs in a straight line at a constant velocity.It is illustrated by the following figure:".
- Q7281252 thumbnail Dog_curve.svg?width=300.
- Q7281252 wikiPageWikiLink Q11065.
- Q7281252 wikiPageWikiLink Q1757469.
- Q7281252 wikiPageWikiLink Q3922302.
- Q7281252 wikiPageWikiLink Q397.
- Q7281252 wikiPageWikiLink Q5443526.
- Q7281252 wikiPageWikiLink Q6547869.
- Q7281252 wikiPageWikiLink Q7754.
- Q7281252 wikiPageWikiLink Q8087.
- Q7281252 wikiPageWikiLink Q8790967.
- Q7281252 wikiPageWikiLink Q9129.
- Q7281252 comment "In geometry, a radiodrome is the pursuit curve followed by a point that is pursuing another linearly-moving point. The term is derived from the Latin word radius (beam) and the Greek word dromos (running). The classical (and best-known) form of a radiodrome is known as the "dog curve"; this is the path a dog follows when it swims across a stream with a current after food it has spotted on the other side.".
- Q7281252 label "Radiodrome".
- Q7281252 depiction Dog_curve.svg.