Manufacturer part number: ST14W-M6-100
Brand: BIG KAISER
Price: 214.81 €
Delivery time: 9 Days
Material: Carbide
Overall Length: 140 mm
φd: 14
A: 55~100 mm
Machining Diameter: - mm
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ST14W-M6-100
Part Number
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ST14W-M6-100 |
Part Number |
Standard Unit Price
| Minimum order quantity | Volume Discount | Material | Overall Length (mm) | φd | A (mm) | Machining Diameter (mm) | Effective machining depth (mm) | Round Bit Head | Features | |
---|---|---|---|---|---|---|---|---|---|---|---|---|
214.81 € | 1 | 9 Days | Carbide | 140 | 14 | 55~100 | - | - | - | The abundant bit series solves small-diameter boring problems. |
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This page is Round Bit Shank, part number ST14W-M6-100.
You can find the detail information about specifications and dimensions on part number ST14W-M6-100.
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Machining Diameter(mm)
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Optional Attributes
Part Number |
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ST10-M10-58 |
ST10-M6-50 |
ST10W-M6-75 |
ST14W-M6-130 |
ST16-M10-80 |
ST16W-M10-100 |
Part Number | Standard Unit Price | Minimum order quantity | Volume Discount | Standard Shipping Days ? | Material | Overall Length (mm) | φd | A (mm) | Machining Diameter (mm) | Effective machining depth (mm) | Round Bit Head | Features |
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44.29 € | 1 | 9 Days | - | 85 | 10 | 35~60 | 18–22 | 60 | EB20N/EB18N | Unique fine-tuning ring, which is easy to operate, so that adjustment work on the device is easy. Vernier for 2 microns per scale is used. | ||
38.20 € | 1 | 9 Days | - | 75 | 10 | 26~50 | 12–18 | 50 | EB12N/EB16N/EB14N | Unique fine-tuning ring, which is easy to operate, so that adjustment work on the device is easy. Vernier for 2 microns per scale is used. | ||
127.17 € | 1 | 9 Days | Carbide | 100 | 10 | 46~75 | - | - | - | Useful convenient CK5 type enabling free tool layout. | ||
263.73 € | 1 | 9 Days | Carbide | 170 | 14 | 85~130 | - | - | - | The abundant bit series solves small-diameter boring problems. | ||
47.18 € | 1 | 5 Days | - | 115 | 16 | 30~80 | - | - | - | The abundant bit series solves small-diameter boring problems. | ||
231.78 € | 1 | 9 Days | Carbide | 135 | 16 | 50~100 | - | - | - | The abundant bit series solves small-diameter boring problems. |