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RAPID PROTOTYPING AND 
TOOLING 
MODEL SLICING
THE PART IS DIVIDED INTO 
SLICES
REASONS FOR USING DIRECT SLICING 
•Reduced file Size (Over-faceted Models); 
•Greater Model Accuracy; 
•Reduced RP Machine Pre-processing Time; 
•Elimination Of Repair Routines 
DISADVANTAGES OF DIRECT SLICING 
•Supports Cannot Easily Be Added To Nested Sections. 
•Beam Compensation And Offsets Still Require Processing. 
•More Designer Knowledge Is Required
TOOL PATH GENERATION
TOOL PATH GENERATION 
• To generate and control the tool direction and 
speed in part manufacturing 
• Two different approaches to generate the tool 
path 
• Normal surface and offset surface, 
approximation are always used to the offset 
surface
TOOL PATH ALGORITHM 
• The tool path generation algorithm is to 
efficient tool path to machine object surfaces, 
classified tool path generation into 
isoperimetric and non-isoperametric paths. the 
accuracy of the surface depends on the desired 
tolerance.
SURFACES 
• A three dimensional curved line Can be represented in an 
analytical form With the pair of functions: 
Y = f (x) 
Z = g(x) 
• Can then be represented by the Vector function: 
P(u) = (x(u), y(u), z(u)) 
The parameter (u) is defined in The range from [0 to 1]
Parametric equations for surfaces are Formulated with 
two parameters [ u and v], A coordinate position on a 
surface are Then represented by the parametric vector 
Function: 
P(u,v)=(X(u,v),Y(u,v),Z(u,v) 
In design applications, a surface is often defined by 
interactively specifying a set of control points which 
indicate the surface.
THANKING YOU

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rapit prototyping

  • 1. RAPID PROTOTYPING AND TOOLING MODEL SLICING
  • 2.
  • 3.
  • 4. THE PART IS DIVIDED INTO SLICES
  • 5.
  • 6. REASONS FOR USING DIRECT SLICING •Reduced file Size (Over-faceted Models); •Greater Model Accuracy; •Reduced RP Machine Pre-processing Time; •Elimination Of Repair Routines DISADVANTAGES OF DIRECT SLICING •Supports Cannot Easily Be Added To Nested Sections. •Beam Compensation And Offsets Still Require Processing. •More Designer Knowledge Is Required
  • 7.
  • 8.
  • 10. TOOL PATH GENERATION • To generate and control the tool direction and speed in part manufacturing • Two different approaches to generate the tool path • Normal surface and offset surface, approximation are always used to the offset surface
  • 11. TOOL PATH ALGORITHM • The tool path generation algorithm is to efficient tool path to machine object surfaces, classified tool path generation into isoperimetric and non-isoperametric paths. the accuracy of the surface depends on the desired tolerance.
  • 12. SURFACES • A three dimensional curved line Can be represented in an analytical form With the pair of functions: Y = f (x) Z = g(x) • Can then be represented by the Vector function: P(u) = (x(u), y(u), z(u)) The parameter (u) is defined in The range from [0 to 1]
  • 13. Parametric equations for surfaces are Formulated with two parameters [ u and v], A coordinate position on a surface are Then represented by the parametric vector Function: P(u,v)=(X(u,v),Y(u,v),Z(u,v) In design applications, a surface is often defined by interactively specifying a set of control points which indicate the surface.