Презентация Intro to Geometric Modeling (GM) онлайн

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    ppt / pptx (powerpoint)
  • Всего слайдов:
    21 слайд
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    1,2,3,4,5,6,7,8,9,10,11
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Слайды и текст к этой презентации:

№1 слайд
Week Geometric Modeling
Содержание слайда: Week 4: Geometric Modeling – Parametric Representation of Analytic Curves Spring 2018, AUA

№2 слайд
Intro to Geometric Modeling GM
Содержание слайда: Intro to Geometric Modeling (GM)

№3 слайд
Objects of Representation
Содержание слайда: Objects of Representation

№4 слайд
Types of Representation
Содержание слайда: Types of Representation

№5 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other.

№6 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter )

№7 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter ) More DOF for controlling curves and surfaces.

№8 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter ) More DOF for controlling curves and surfaces. Transformations (distinct separation between shape and trans. info).

№9 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter ) More DOF for controlling curves and surfaces. Transformations (distinct separation between shape and trans. info). Vector – matrix multiplication (not good for you, good for comp).

№10 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter ) More DOF for controlling curves and surfaces. Transformations (distinct separation between shape and trans. info). Vector – matrix multiplication (not good for you, good for comp.). Bounded objects are represented with one-to one relationship.

№11 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter ) More DOF for controlling curves and surfaces. Transformations (distinct separation between shape and trans. info). Vector – matrix multiplication (not good for you, good for comp.). Bounded objects are represented with one-to one relationship. No problems for slope calculation.

№12 слайд
Advantages of PR Get rid of
Содержание слайда: Advantages of PR Get rid of dependency of the coordinates (X, Y, Z) from each other. Can be extended to higher objects. (4th parameter ) More DOF for controlling curves and surfaces. Transformations (distinct separation between shape and trans. info). Vector – matrix multiplication (not good for you, good for comp.). Bounded objects are represented with one-to one relationship. No problems for slope calculation. Discretizing entities

№13 слайд
Parametric Representation PR
Содержание слайда: Parametric Representation (PR) X = f(t) Y = g(t) Z = h(t)

№14 слайд
PR of D Curve
Содержание слайда: PR of 3D Curve

№15 слайд
PR of Analytic Curves
Содержание слайда: PR of Analytic Curves Analytic curves are defined by analytic equations

№16 слайд
Lines points
Содержание слайда: Lines: 2 points

№17 слайд
Lines point and direction
Содержание слайда: Lines: point and direction

№18 слайд
Parametric equation from NP
Содержание слайда: Parametric equation from NP Implicit Equation: Example

№19 слайд
Circles
Содержание слайда: Circles

№20 слайд
Ellipses
Содержание слайда: Ellipses

№21 слайд
Examples Find the equation
Содержание слайда: Examples Find the equation and endpoints of a line that passes through point P1, parallel to an existing line, and is trimmed by point P2. Relate the following CAD commands to their mathematical foundations: The command to measure the angle between two intersecting lines. The command to find the distance between a point and a line.

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