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COORDINATE SYSTEMS - Coggle Diagram
COORDINATE SYSTEMS
ORTHOGONAL COORDINATE SYSTEM
THREE BEST-KNOWN COORDINATE SYSTEMS: THE CARTESIAN , THE CIRCULAR CYLINDRICAL, AND THE SPHERICAL COORDINATE SYSTEM. THEY ARE ORTHOGONAL SYSTEM BECAUSE THEIR COORDINATES ARE MUTUALLY PERPENDICULAR.
POINTS AND VECTORS FROM ONE COORDINATE SYSTEMS CAN BE TRANSFORMED TO ANOTHER SYSTEM
CONCEPTS AND PROCEDURES (SUCH AS VECTOR MULTIPLICATIONS) IN CARTESIAN COORDINATES ARE EQUALLY APPLICABLE TO OTHER SYSTEMS OF COORDINATES
CARTESIAN COORDINATES (X,Y,Z)
CIRCULAR CYLINDRICAL COORDINATES
UNIT VECTORS IN CYLINDRICAL COORDINATES SYSTEM
TRANSFORMATION BTW UNIT VECTORS
THE RELATIONSHIPS BTW ( Ax,Ay,Az) and .....
THE SPHERICAL COORDINATES SYSTEM
THE SPHERICAL COORDINATES
THE SPHERICAL COORDINATE UNIT VECTORS
RELATION BTW VARIABLES
RELATIONSHIP BTW SPACE VARIABLES
TRANSFORMATION : CYLINDRICAL <-> SPHERICAL
POINT COORDINATES
VECTOR COMPONENTS
DISTANCE BTW TWO POINTS
CARTESIAN
CYLINDRICAL
SPHERICAL