SKF 619/3-2Z Kugellager (3x8x3)
Product Description
The SKF 619/3-2Z Kugellager (3x8x3) is a Deep-groove ball bearings measuring 3 x 8 x 3 mm, Seals: shields on both sides. Manufactured by SKF.
About Deep-groove ball bearings
Deep groove ball bearings are the most widely used bearing type, handling radial and moderate axial loads at high speeds with low friction.
Application Notes
Miniature bearing -- ideal for precision instruments and small devices.
SKF 619/3-2Z Kugellager (3x8x3)
— 3 x 8 x 3 mm
Response within 4 business hours
Same size — other brands
Bearings of the same type with identical dimensions 3 × 8 × 3 mm — please check sealing, clearance and execution.
no cross-brand equivalent
Same dimensions means the same bearing type and matching main dimensions (d × D × B). Sealing, cage, internal clearance and execution (e.g. material, precision, grease fill) are encoded in the suffix and may differ — please check before ordering.
| Product | Brand | Price | Availability | ||
|---|---|---|---|---|---|
| ZEN MR83-2Z Kugellager (3x8x3) | ZEN | €1.31 | In stock | ||
| ZEN SMR83-2Z Kugellager (3x8x3) | ZEN | €1.79 | In stock | ||
| ZEN SMF83-2Z Kugellager (3x8x3) | ZEN | €2.30 | In stock | ||
| SKF W619/3-2Z Kugellager (3x8x3) | SKF | €8.13 | In stock | ||
| ZEN 693 Kugellager (3x8x3) | ZEN | €1.39 | In stock | ||
Frequently asked questions
What are the dimensions of the SKF 619/3-2Z Kugellager (3x8x3)?
Who is the manufacturer of the SKF 619/3-2Z Kugellager (3x8x3)?
How heavy is the SKF 619/3-2Z Kugellager (3x8x3)?
What seal type does the SKF 619/3-2Z Kugellager (3x8x3) have?
What bearing type is the SKF 619/3-2Z Kugellager (3x8x3)?
Guides for this product
- GuideWas bedeutet -2RS / -2RSR / -2Z?2RS, 2RSR und 2Z entschlüsselt: berührende Dichtung gegen Deckscheibe – wann welche Abdichtung für Staub, Feuchte, Drehzahl und Reibung sinnvoll ist.
- GuideRillenkugellager oder Schrägkugellager?Rillenkugellager (DGBB) oder Schrägkugellager (ACBB)? Entscheidung nach Lastrichtung, Steifigkeit, Drehzahl und Kosten – mit klarer Auswahllogik.
