Difference between revisions of "Surface Command"

From GeoGebra Manual
Jump to: navigation, search
Line 8: Line 8:
 
:*''End Value'' must be greater than or equal to ''Start Value'' and both must be finite.
 
:*''End Value'' must be greater than or equal to ''Start Value'' and both must be finite.
 
:*''x, y'' and ''z'' are not allowed as  parameter variables.</div>}}
 
:*''x, y'' and ''z'' are not allowed as  parameter variables.</div>}}
;Surface[ <Function>, <Angle> ]
+
 
:Creates surface of revolution, rotating the given function  from 0 to given angle around the x-axis.
+
;Surface[ <Function>, <Angle> ]
 +
:Creates a surface of revolution, rotating the given ''Function'' from 0 to given ''Angle'' around the x-axis.
 +
 
 +
;Surface[<Curve>, <Angle>, <Line>]
 +
:Creates a surface of revolution, rotating the ''Curve'' from 0 to given ''Angle'' around the ''Line''.

Revision as of 08:54, 12 August 2016


Surface[ <Expression>, <Expression>, <Expression>, <Parameter Variable 1>, <Start Value>, <End Value>, <Parameter Variable 2>, <Start Value>, <End Value> ]
Yields the Cartesian parametric 3D surface for the given x-expression (first <Expression>), y-expression (second <Expression>) and z-expression (third <Expression>), using two <Parameter Variables> within the given intervals [<Start Value>, <End Value>].
Example: Let r and R be two positive real numbers: Surface[(R + r cos( u)) cos(v) , (R + r cos( u)) sin(v) , r sin(u ), u, 0, 2 π , v, 0, 2 π] creates the torus generated by a circle of radius r whose center rotates about zAxis at a distance R.


Note:
  • End Value must be greater than or equal to Start Value and both must be finite.
  • x, y and z are not allowed as parameter variables.
Surface[ <Function>, <Angle> ]
Creates a surface of revolution, rotating the given Function from 0 to given Angle around the x-axis.
Surface[<Curve>, <Angle>, <Line>]
Creates a surface of revolution, rotating the Curve from 0 to given Angle around the Line.
© 2024 International GeoGebra Institute