Đang chuẩn bị liên kết để tải về tài liệu:
Lecture Autodesk inventor: 3D geometric transformations

Không đóng trình duyệt đến khi xuất hiện nút TẢI XUỐNG

Lecture Autodesk inventor: 3D geometric transformations. In this chapter, students will be able to understand kinds of transformations: translation, rotation, reflection, scaling, shearing; AutoCAD transformation commands. | 3D Geometric Transformations Add transformation matrix slide Kinds of Transformations Translation Rotation Reflection Scaling Shearing These transformations are an important component of computer graphics programming Each transformation type can be expressed in a (4 x 4) matrix, called the Transformation Matrix NOTES: Translation Moving the object from one position to another Rotation Rotating the object about an axis Reflection Mirroring an object about a plane Scaling Reducing or enlarging the object Shearing Moving selected vertices of an object linearly along an axis AutoCAD Transformation Commands Geometric Transformation AutoCAD Command Translation Move and COpy Rotation ROtate and ROTATE3D Reflection MIrror and MIRROR3D Scaling SCale Shearing STRETCH Rotations – Positive and Negative Rotations – Positive about x,y,z Multiple Rotations 3D Transformations The . | 3D Geometric Transformations Add transformation matrix slide Kinds of Transformations Translation Rotation Reflection Scaling Shearing These transformations are an important component of computer graphics programming Each transformation type can be expressed in a (4 x 4) matrix, called the Transformation Matrix NOTES: Translation Moving the object from one position to another Rotation Rotating the object about an axis Reflection Mirroring an object about a plane Scaling Reducing or enlarging the object Shearing Moving selected vertices of an object linearly along an axis AutoCAD Transformation Commands Geometric Transformation AutoCAD Command Translation Move and COpy Rotation ROtate and ROTATE3D Reflection MIrror and MIRROR3D Scaling SCale Shearing STRETCH Rotations – Positive and Negative Rotations – Positive about x,y,z Multiple Rotations 3D Transformations The End | 3D Geometric Transformations Add transformation matrix slide Kinds of Transformations Translation Rotation Reflection Scaling Shearing These transformations are an important component of computer graphics programming Each transformation type can be expressed in a (4 x 4) matrix, called the Transformation Matrix NOTES: Translation Moving the object from one position to another Rotation Rotating the object about an axis Reflection Mirroring an object about a plane Scaling Reducing or enlarging the object Shearing Moving selected vertices of an object linearly along an axis AutoCAD Transformation Commands Geometric Transformation AutoCAD Command Translation Move and COpy Rotation ROtate and ROTATE3D Reflection MIrror and MIRROR3D Scaling SCale Shearing STRETCH Rotations – Positive and Negative Rotations – Positive about x,y,z Multiple Rotations 3D Transformations The End | 3D Geometric Transformations Add transformation matrix slide Kinds of Transformations Translation Rotation Reflection Scaling Shearing These transformations are an important component of computer graphics programming Each transformation type can be expressed in a (4 x 4) matrix, called the Transformation Matrix NOTES: Translation Moving the object from one position to another Rotation Rotating the object about an axis Reflection Mirroring an object about a plane Scaling Reducing or enlarging the object Shearing Moving selected vertices of an object linearly along an axis AutoCAD Transformation Commands Geometric Transformation AutoCAD Command Translation Move and COpy Rotation ROtate and ROTATE3D Reflection MIrror and MIRROR3D Scaling SCale Shearing STRETCH Rotations – Positive and Negative Rotations – Positive about x,y,z Multiple Rotations 3D Transformations The .

Đã phát hiện trình chặn quảng cáo AdBlock
Trang web này phụ thuộc vào doanh thu từ số lần hiển thị quảng cáo để tồn tại. Vui lòng tắt trình chặn quảng cáo của bạn hoặc tạm dừng tính năng chặn quảng cáo cho trang web này.