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Coordinate Systems

Coordinate Systems

Coordinate Systems. Specifying position in 2D requires 2 numbers: Can use ( x , y ) Point P: (-5,3) Point Q: (-3,4) Use ( x,y,z ) in 3D Cartesian Coordinates Or, can use ( r, q ) Polar Coordinates. Coordinate Systems. Converting from Cartesian to Radial r 2 = x 2 + y 2

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815 views • 50 slides
Definitions

Definitions

Definitions. Examples of a Vector and a Scalar. More Definitions. Components, Magnitude and Direction. Unit Vectors and Vector Notation. Vector Math (Addition, Subtraction, Multiplication). Drawing a Vector. Graphical Vector Math. Symmetry. Sample Problems.

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662 views • 33 slides
Definitions

Definitions

This set of slides may be updated this weekend. I have given you my current slides to get you started on the PreAssignment. Check back here frequently to see if updates have been made. I will post here a record of updates that have been made. Definitions. Examples of a Vector and a Scalar.

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333 views • 33 slides
Population vector algorithm

Population vector algorithm

Population vector algorithm. Journal club 01. 07. 08. Response of a M1 neuron to mechanical perturbations in different contexts. Each panel illustrates wrist position, the instantaneous firing rate and a raster display of the response of the neuron in individual trials.

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307 views • 23 slides
CARTESIAN COMPONENTS OF VECTORS

CARTESIAN COMPONENTS OF VECTORS

CARTESIAN COMPONENTS OF VECTORS. Two-dimensional Coordinate frames. The diagram shows a two-dimensional coordinate frame. Any point P in the plane of the figure can be defined in terms of its x and y coordinates. (All these vectors are multiples of i .).

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367 views • 16 slides
CARTESIAN COMPONENTS OF VECTORS

CARTESIAN COMPONENTS OF VECTORS

CARTESIAN COMPONENTS OF VECTORS. Two-dimensional Coordinate frames. The diagram shows a two-dimensional coordinate frame. Any point P in the plane of the figure can be defined in terms of its x and y coordinates. (All these vectors are multiples of i .).

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268 views • 16 slides

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