If a point, line, or surface moves according to a mathematically defined condition, then a curve known as a locus is formed. The following examples of curves and their constructions are widely used and applied in all types of engineering
Methods of drawing an ellipse
Two-circle method
Construct two concentric circles equal in diameter to the major and minor axes of the required ellipse.
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If a point, line, or surface moves according to a mathematically defined condition, then a curve known as a locus is formed. The following examples of curves and their constructions are widely used and applied in all types of engineering
Methods of drawing an ellipse
Two-circle method
Construct two concentric circles equal in diameter to the major and minor axes of the required ellipse.
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In engineering graphics, a loci is the path a point traces out when it moves according to a specific law.
A locus is a curve that forms when a point, line, or surface moves according to a mathematically defined condition
that moves so that its distance from another fixed point remains constant. This produces a circle.
In geometry, a locus is a set of all points whose location is determined by one or more specified condition
Here are some examples of how to draw a loci of points:
Here are some steps for drawing a crank loci mechanism: