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Essay / Introduction to Online Constraint Function Polar...
Introduction to Online Constraint Function Polar Coordinates Tutor: The constraint polar coordinate system can be a two-dimensional coordinate system. Constraint in polar coordinates in which each point on a line or plane must be found between the distances from a fixed point at an angle coming from a fixed direction. The constraint is the essential part of polar coordinates. Displacements and stresses must be independent of angular location (θ) and there can be no torsion (v θ must be zero). Online constraint function polar coordinates overview: Tutor view is one of the famous online web quest tutorial centers, in tutoring between tutor and students can be communicated via chat and help audio from which the student clarifies (his) doubts. In the Tutor Vista online web search tutorial, canter tutoring is related to an academic subject like math, science, and English or test preparation. * The fixed point (equivalent to the source of the Cartesian or rectangular coordinate system) is known as the pole. *The radii of the poles on the fixed directions are called polar axis. *The distance from the pole is called radial coordinate or radius in the system. *Angles must be angular coordinates or polar angles. *Polar coordinates r and θ are specified in terms of Cartesian coordinates by x = r cos θy = r sin θHere, r = radius of distance between the origin. θ = x axis is a counterclockwise angle.*The radius r in terms of x and y will be,r = √ (x2 + y2)θ = tan-1(y/x )Here, ...... middle of paper ......n polar coordinates:1) Solving the following rectangular coordinates to the polar coordinate (3.5, 4.5)Solution: Given the rectangular coordinates ( x, y) = (7.8, 4.5)R2= 7.82+4.52R2= 60.84+20.25R2= 81.09R=9.004q =tan-1 [(y/x )]q = tan-1 [(4.5/7.8)]q = 29.98°Polar coordinates define (9.004, 29.98°)2) Solve the following rectangular coordinates to polar coordinates (1.5, 5 ,5)Solution: Given the rectangular coordinates (x, y) = (1.5, 5.5)R2= 1.52+5.52R2= 2.25+30.25R2= 32.5R=5.7q =tan-1 [(y/x)]q = tan-1 [(5.5/1.5)] q = 74.74°The polar coordinates define the (5.7, 74.74°)