What Is the Phenomenon of Changing Direction Towards a Moving Target Called?

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SUMMARY

The phenomenon of changing direction towards a moving target is known as "target tracking." In this scenario, a reference point "s" moves north with a velocity "v," while another object "r" adjusts its direction every "t" seconds to pursue "s." The direction changes are linear, resulting in a path composed of straight lines rather than curves. For further exploration, various target tracking algorithms can be researched to understand the mathematical modeling and graphical representation of this behavior.

PREREQUISITES
  • Understanding of vector mathematics and direction vectors
  • Familiarity with basic kinematics and motion equations
  • Knowledge of linear equations and graphing techniques
  • Basic understanding of algorithms related to tracking and prediction
NEXT STEPS
  • Research "target tracking algorithms" for various approaches and implementations
  • Learn about "linear motion equations" to model the movement of objects
  • Explore "graphing techniques for vector fields" to visualize direction changes
  • Investigate "kinematic equations" to understand the relationship between velocity and position
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Mathematicians, physicists, computer scientists, and anyone interested in motion dynamics and algorithmic tracking solutions.

Pawnag3
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Hi,
I am just wondering to what this phenomen is called and how I can graph equations for it.
Basically, we have a reference point moving North from origin (with direction vector of 0, k). I'll call it "s"
Then, at "d" distance on the y-axis, we have another object "r".
Now, reference point "s" continues to move north at "v" velocity, while "r" moves towards this point.
Now, the crucial part, every "t" seconds, object "r" looks up and changes its direction based on the position of "s".
Basically, on a plane, this is what I think it looks like the attached picture:
math.jpg

The changes that happen in the direction vector each time are linear. (Basically, the path is a series of straight lines, rather then "curves")

I require your help in determining the new direction vector each time.
And the name of the shape

All help is appreciated :)
Thanks
 
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Pawnag3 said:
Hi,
I am just wondering to what this phenomen is called and how I can graph equations for it.
Basically, we have a reference point moving North from origin (with direction vector of 0, k). I'll call it "s"
Then, at "d" distance on the y-axis, we have another object "r".
Now, reference point "s" continues to move north at "v" velocity, while "r" moves towards this point.
Now, the crucial part, every "t" seconds, object "r" looks up and changes its direction based on the position of "s".
Basically, on a plane, this is what I think it looks like the attached picture:
math.jpg

The changes that happen in the direction vector each time are linear. (Basically, the path is a series of straight lines, rather then "curves")

I require your help in determining the new direction vector each time.
And the name of the shape

All help is appreciated :)
Thanks

I believe the general search term for what you are asking about is "target tracking". Here's a Google hit list for that search:

http://www.google.com/search?source...GLL_enUS301US302&q=target+tracking+algorithms

I only had a glance through the list, and many of the hits are for more complex versions of target tracking, but hopefully looking through the list will get you farther along.
 

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