24
Z
Y
X
Helical Interpolation
When an axis is added to the coordinate point for the destination of interpolation, movement in the form of a helix is carried out, as
shown below. This is called helical interpolation. A three-dimensional curve is cut by performing a synchronized linear operation along
the added axis while carrying out circular interpolation.
G17
{
G02
G03
}
[X
x
][Y
y
]
Z
z
Y
y
X
x
{
[I
cx
][J
cy
]
[R
radius
]
}
G18
{
G02
G03
}
[X
x
][Z
z
]
{
[I
cx
][K
cz
]
[R
radius
]
}
G19
{
G02
G03
}
[Y
y
][Z
z
]
{
[J
cy
][K
cz
]
[R
radius
]
}
Parameter
Function
Acceptable range
Effective range
x
Coordinate or movement distance (X axis)
Range 1
Maximum cutting range
y
Coordinate or movement distance (Y axis)
Range 1
Maximum cutting range
z
Coordinate or movement distance (Z axis)
Range 1
Maximum cutting range
cx
Movement distance to circle (arc) center (X axis)
Range 1
Maximum cutting range
cy
Movement distance to circle (arc) center (Y axis)
Range 1
Maximum cutting range
cz
Movement distance to circle (arc) center (Z axis)
Range 1
Maximum cutting range
radius
radius
Range 3
Maximum cutting range
Format
Содержание CAMM-3 PNC-3200
Страница 2: ......
Страница 62: ...60 MEMO ...
Страница 63: ......
Страница 64: ...R3 001018 NC code PNC 3200 ...