KYOCERA AVX 2.2μF MLCC, 100V dc V, SMD
- RS Stock No.:
- 134-9254
- Mfr. Part No.:
- 12101C225KAZ2A
- Brand:
- KYOCERA AVX
Subtotal (1 reel of 1000 units)*
£177.00
(exc. VAT)
£212.00
(inc. VAT)
FREE delivery for orders over £50.00
In Stock
- 11,000 unit(s) ready to ship
Need more? Click ‘Check delivery dates’ to find extra stock and lead times.
Units | Per unit | Per Reel* |
|---|---|---|
| 1000 + | £0.177 | £177.00 |
*price indicative
- RS Stock No.:
- 134-9254
- Mfr. Part No.:
- 12101C225KAZ2A
- Brand:
- KYOCERA AVX
Specifications
Technical Reference
Legislation and Compliance
Product Details
Find similar products by selecting one or more attributes.
Select all | Attribute | Value |
|---|---|---|
| Brand | KYOCERA AVX | |
| Capacitance | 2.2µF | |
| Voltage | 100V dc | |
| Package/Case | 1210 (3225M) | |
| Mounting Type | Surface Mount | |
| Dimensions | 3.3 x 2.5 x 2.79mm | |
| Length | 3.3mm | |
| Depth | 2.5mm | |
| Height | 2.79mm | |
| Minimum Operating Temperature | -55°C | |
| Maximum Operating Temperature | +125°C | |
| Terminal Type | Surface Mount | |
Select all | ||
|---|---|---|
Brand KYOCERA AVX | ||
Capacitance 2.2µF | ||
Voltage 100V dc | ||
Package/Case 1210 (3225M) | ||
Mounting Type Surface Mount | ||
Dimensions 3.3 x 2.5 x 2.79mm | ||
Length 3.3mm | ||
Depth 2.5mm | ||
Height 2.79mm | ||
Minimum Operating Temperature -55°C | ||
Maximum Operating Temperature +125°C | ||
Terminal Type Surface Mount | ||
Ceramic Capacitors exhibit low parasitics and excellent EMI filtering capabilities. In a multilayer configuration, they display high capacitance values and various voltage ratings over a wide temperature range. Multiple styles are available such as MLCC chips, leaded capacitors, stacked capacitors and capacitors that utilise unique geometries.
X7R formulations are called "temperature stable" ceramics and fall into EIA Class II materials. X7R is the most popular of these intermediate dielectric constant materials. Its temperature variation of capacitance is within ±15% from -55°C to +125°C. This capacitance change is non-linear.