By Sachidanand Jha

•100 2nd CAD Exercises.
•50 3D CAD Exercises.
•Each workout may be designed on any CAD software program equivalent to AutoCAD, SolidWorks, Catia, PTC Creo Parametric, Siemens NX, Autodesk Inventor and other.
•These workouts are designed that can assist you attempt out your uncomplicated CAD skills.
•Each workout should be assigned individually.
•No workout is a prerequisite for another.

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Extra resources for 150 CAD Exercises

Sample text

Louis Sullivan's statement that "form follows function" has been one of the most recognizable catch phrases of the modem movement of architecture, where the architectural form is often nothing more than a container. More recently, however, form has been reconsidered and the relation between form and function has become more balanced. In the present discussion, as part of a more general exploration of forms, architecture will be investigated as man-made transformation of the environment through the creation of three-dimensional forms, which is the aspect Norberg-Schulz defines as morphology.

Geometric models, 20 VISUALIZING WITH CAD even those starting from intuitive considerations, become ideal abstractions of natural forms. For instance, a dot drawn by pencil can be visualized as an extremely small object, but there is nothing in the physical world that corresponds to a geometric point, which has no dimension. Similarly, it is impossible to find objects in our experience that are infinite or (in the mathematical sense) continuous. The space of Euclidean geometry, however, while not perfectly corresponding to the physical space of experience, can still serve as a model for it, because geometric propositions are valid, not for their correspondence with real objects, but by virtue of their logical relationships.

A closed solid boundary (as distinct from the surface boundaries of solids themselves) encloses a void space. The solid boundary becomes a limit between outside and inside space (figure I-5a,b). In this view, all man-made constructions, or "architecture," can be seen as enclosures or boundaries separating an inside from the outside, where functionally the inside represents a space sheltered from the outside elements. eN"ote that an inside requires a solid boundary, whereas solid elements, do not necessarily delimit an A FEW CONSIDERATIONS 11 12 VISUALIZING WITH CAD ~ 1-6 A set of solids does not necessarily create a physical enclosure.

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150 CAD Exercises by Sachidanand Jha


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