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7/23/2019 ACAD.ppt
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CAD CAD- computer aided designing
By which we can create model as for the requirement by the help
of cad . Ex-AutoCAD, master CA, !" ,CA#$A
7/23/2019 ACAD.ppt
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CACam- computer aided manufacturing
By which we can designing the model and create the program for
machining .Ex- aster CA, CA#$A ,!", %ro-E
7/23/2019 ACAD.ppt
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C&-&'D$(A#E )*)#E
$t means we can define theposition of a ob+ect . Co-ordinate
system
Cartesian polar
absolute incremental
7/23/2019 ACAD.ppt
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CA'#E)$A(
$n this co-ordinate system all the co-ordinate is calculated from theorigin . ( the origin is not fixed . By the help of x,y n axis .
$t is diided in two parts. Absolute co-ordinate system.
$ncremental co-ordinate system.
7/23/2019 ACAD.ppt
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%&A' %olar co-ordinate system uses a distance and a angle with reference
to the preious
point to locate a point ./ow to write polar co-ordinate system
0distance1angle
7/23/2019 ACAD.ppt
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AB)&!#E $n this co-ordinate system origin is fixed and we hae to calculate
all the co-ordinates from an origin.
2e hae to put the co-ordinates in the form of 3x4 alue, 3y4 alue.
7/23/2019 ACAD.ppt
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$(C'EE(#A $n this co-ordinate system origin is changeable and if we are going
to next point then that preious point is our origin.
/ow to write $ncremental co-ordinate system0 3x4 alue, 3y4 alue
7/23/2019 ACAD.ppt
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A!#&CAD A!#&CAD $) A D'A2$(" )&5# 2A'E%AC6A"E
DE7E&%ED B* #/E C&%A(* A!#&DE)6 $( !.).A.$# $)
&(E &5 #/E &)# 2$DE* !)ED )&5# 2A'E 5&'C'EA#$(" D'A2$(" EA)$* A(D 8!$C6* .
C'EA#$&( &5 "E&E#'$C &DE$(" A&(" #/EE("$(EE'$(" A(A*)$) . E7A!A#E #/E DE)$"( A(D%'&D!CE D'A5#$(" 5&' A(5AC#!'$(" 2$#/ #/E /E%
&5 C&%!#E'. $# $) $(7E(#ED $( 9:;