CEDAR 5.1 5R'?Pkw??|||||@|||||||||P@%X3@,@3@"@2@i7O,@3@?cm9RFߑ??F"OnOOOOO2OvO~OvOO^OVO~ONO&OO"ObT@ O @3@Ο'9@:#f<@jh*` x>D<7PK7=@qU@ֽa@ #L@@3@"@$@ OOOO2OvO~OvOO ^OVOinOzz@ʡO|$@5@$@$@$@5@$@$@^OiOb.b@fO| @3@@3@ @3@@3@ O"O^Ob@fO|@3@@0@O@0@ O"O^O@^O|@0@@0@O@0@ O"O^OE@ҡO|@0@@*@O@*@ 2O"O^2OE @ VO|@*@@$@O@$@ vO"O^vO T@ ~O|@$@"@$@2O"@$@ ~O"O^~OTT@ NO|"@$@"@2@vO"@2@ vO"O^vO.bT@ O|"@2@ @3@~O @3@"OcO;Q@ O|@,@GHT\? @,@ WO "OOH{Circle13}.radius-((nounits({Cell17}.value-{Cell16}.value)/1000)* 1 cm)^O z@O?0ޫ@ 2 Z,@$@5@z  1"|d@5@"ZB@3.0822 cm"OnO@5@ VOVO,B@P| d,@4@>/@@550.00 cm^3,@4@ \OO${Area14}.area*{Ldim15}.value*2*pi()~ORhAO| d,@3@0@@550.00 cm^3,@3@ \OO 550 cm ^3UNO.@@&@4@@@Actual Volume&@4@U&OT f@&@3@@@Target Volume&@3@Oz@(@2@@@In this example, GrafiCalc is goalseeking the radius of the hole to satisfy the target volume of a revolute solid. Click on the circle and then click on the radius constraint to see the goalseek fo Note, how the nounits built-in function is used to match units in the Formula. Click on the target Volume cell Enter a new volume between 420 cm^3 and 550 cm^3 The hole size will be backsolved, Note the dimension constrained to the centroid is automatically updated.(@2@ObVO \.B@\.B@??@@<?FnOOOOO2OvO~OvOO"O^OVO~ONO&OORArial"Arial"~O Metric (CGS)