ZEN 61804-2Z-C2 Kugellager (20x32x7)
Description
✓ verified catalog valuesThe dynamic load rating of 4.03 kN characterises this bearing. The static load rating is 2.32 kN. The limiting speed is 28000 rpm. This variant features reduced radial clearance (C2). The deep groove ball bearing is the most widely built rolling bearing type, and the reason is how little it asks: it carries radial load, supports moderate axial load in both directions, and demands little of the surrounding design.
The deep, closely conforming raceway grooves in the inner and outer ring capture the balls positively, so the bearing takes radial load and moderate axial load in both directions without a second bearing position to oppose it. Because the ball touches the raceway at a point, friction and heat stay low — the precondition for high speeds and for grease-for-life designs.
The limits follow from that same geometry: the small contact area caps load capacity against a roller bearing of equal size, and the bearing tolerates misalignment within narrow limits only, since angular error transfers straight into the raceway grooves. Seats in shaft and housing must therefore be aligned and geometrically accurate; where shaft deflection is expected, a self-aligning type belongs in that position.
The shields on both sides run without contact: they hold back coarse contamination and keep the lubricant in, adding no frictional torque — but they do not protect against splash water or fine dust. Rings and rolling elements are made of through-hardened standard bearing steel. The reduced radial clearance raises guiding accuracy and is intended for positions that run closely guided and are thermally lightly loaded.
Reduced radial clearance C2 — Dimensional/form-fit equivalent — verify suffix-level details for critical applications. Matching suffixes are also listed by SKF (C2), FAG (C2), NSK (C2), NTN (C2) and NACHI (C2).
ZEN 61804-2Z-C2 Kugellager (20x32x7)
— 20 x 32 x 7 mm
Response within 4 business hours
Same size — other brands
Bearings of the same type with identical dimensions 20 × 32 × 7 mm — please check sealing, clearance and execution.
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. Equivalent additionally means the same sealing, internal clearance and tolerance class; the cage and other suffix features (e.g. lubrication groove) may differ.
| Product | Brand | Match | Price | Availability | ||
|---|---|---|---|---|---|---|
| FAG 61804-2Z Kugellager (20x32x7)Same dimensions | FAG | Same dimensions | €9.10 | In stock | ||
| NACHI 6804 ZZE Kugellager (20x32x7)Same dimensions | NACHI | Same dimensions | €10.56 | In stock | ||
| NTN 6804 JRZZ/5K Kugellager (20x32x7)Same dimensions | NTN | Same dimensions | €10.91 | In stock | ||
| NSK 6804 ZZC3 Kugellager (20x32x7)Same dimensions | NSK | Same dimensions | €13.73 | In stock | ||
| SKF W61804-2Z Kugellager (20x32x7)Same dimensions | SKF | Same dimensions | €32.28 | In stock | ||
Frequently asked questions
What are the dimensions of the ZEN 61804-2Z-C2 Kugellager (20x32x7)?
Who is the manufacturer of the ZEN 61804-2Z-C2 Kugellager (20x32x7)?
How heavy is the ZEN 61804-2Z-C2 Kugellager (20x32x7)?
What seal type does the ZEN 61804-2Z-C2 Kugellager (20x32x7) have?
What bearing type is the ZEN 61804-2Z-C2 Kugellager (20x32x7)?
Guides for this product
- KnowledgeLagerluft, Passungen und ISO-Toleranzklassen verstehenLagerluft, Passungen und ISO-492-Toleranzklassen erklärt: Radialspiel CN/C2/C3/C4, Betriebslagerluft, Umfangslast und die Wahl der richtigen Passung.
- 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.
