Sandvik Coromant R390-032B32-17L CoroMill™ 390 square shoulder milling cutter Previous Sandvik Coromant R390-032B32-17L CoroMill™ 390 square shoulder milling cutter

Sandvik Coromant R390-032B32-17M CoroMill™ 390 square shoulder milling cutter

R 6 250,25 inc. vat
In stock
SKU
5745518
CoroMill® 390 square shoulder milling cutter
Reliable nationwide shipping
Delivery in 4 - 5 days
CoroMill® 390 square shoulder milling cutter
More Information
CP - Coolant Pressure 1000000Pa
DCON - Connection Diameter 32mm
KAP - Kappa (z-axis Rot) 0deg
LF - Functional Length 100mm
TQ - Torque 3Nm
RPMX - Rotational Speed Maximum 256001/min
WT - Weight Of Item 0.484kg
OAL - Overall Length 100mm
OHX - Maximum Overhang 40mm
LSC - Clamping Length 60mm
KAPR - Tool Cutting Edge Angle 90deg
RMPX - Maximum Ramping Angle 6.7deg
GAMO - Orthogonal Rake Angle -5.793deg
LAMS - Inclination Angle 13.15deg
AN - Clearance Angle Major 19deg
Insert Thickness 4.7625mm
H - Shank Height 30mm
LU - Usable Length 40mm
MHD - Mounting Hole Distance 36mm
L - Cutting Edge Length 17.45mm
APMX - Depth Of Cut Maximum 15.7mm
W1 - Insert Width 9.6mm
DC - Cutting Diameter 32mm
DCF - Cutting Diameter Face Contact 30.4mm
GAMF - Radial Rake Angle -5.79299979deg
GAMP - Axial Rake Angle 13.15000009deg
AZ - Maximum Plunge Depth 1.5mm
ORDCODE R390-032B32-17M
ADINTMS - Adaptive Interface Machine Direction M_CYLW_G3200_1
CNSC - Coolant Entry Style Code 1
CXSC - Coolant Exit Style Code 3
BMC - Body Material Code 1
CHANGEDATE 2022-06-15 14:47:00.000
STDLET - Standard Letter HB
STDNO - Standard Number DIN6535
MTP - Clamping Type Code S
CUTINT_MASTER - Part 2 Of Cutting Item Interface Identifiers WCOR_MH1704_1
Hand R
MIID - Master Insert Identification R390-17..
IFS - Insert Mounting Style Code 3
SC - Insert Shape Code L
SSC - Insert Seat Size Code 17
TCDCON - Connection Diameter Tolerance h6
CICT - Cutting Item Count 3
ZEFP - Peripheral Effective Cutting Edge Count 3
DPC - Damping Property False
NROTF - Non Rotating Functionality False
RTOF - Rotating Functionality True
CPDF - Cutting Pitch Differential True
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