Texas Instruments
ADS5444IPFPR
ADS5444IPFPR
Regular price
$53.21 USD
Regular price
Sale price
$53.21 USD
Unit price
per
Couldn't load pickup availability
ADS5444IPFPR Texas Instruments - Yeehing Electronics
13-bit 250-MSPS analog-to-digital converter (ADC)
Pricing (USD)
| Quantity | Unit Price |
| 1 — 99 | 101.101 |
| 100 — 249 | 98.061 |
| 250 — 999 | 81.641 |
| 1,000 + | 53.21 |
The above prices are for reference only.
Specifications
| Manufacturer | Texas Instruments |
| Product Category | Analog to Digital Converters - ADC |
| RoHS | Y |
| Series | ADS41B25 |
| Mounting Style | SMD/SMT |
| Package / Case | VQFN-48 |
| Resolution | 12 bit |
| Number of Channels | 1 Channel |
| Sampling Rate | 125 MS/s |
| Input Type | Differential |
| Architecture | Pipeline |
| Analog Supply Voltage | 1.8 V |
| Digital Supply Voltage | 1.8 V |
| Minimum Operating Temperature | - 40 C |
| Maximum Operating Temperature | + 85 C |
| Packaging | Reel |
| Features | Low Power |
| Number of Converters | 1 Converter |
| Power Consumption | 310 mW |
| Brand | Texas Instruments |
| Development Kit | ADS41B25EVM |
| ENOB - Effective Number of Bits | 11.1 Bit |
| Moisture Sensitive | Yes |
| Operating Supply Voltage | 1.7 V to 1.9 V |
| Pd - Power Dissipation | 7 mW |
| Product Type | ADCs - Analog to Digital Converters |
| SFDR - Spurious Free Dynamic Range | 89 dB |
| SINAD - Signal to Noise and Distortion Ratio | 68.8 dB |
| Factory Pack Quantity | 2500 |
| Subcategory | Data Converter ICs |
| Unit Weight | 0.004868 oz |
For more information, please refer to datasheet
Documents
| ADS5444IPFPR Datasheet |
More Information
The ADS5444 is a 13-bit 250 MSPS analog-to-digital converter (ADC) that operates from a 5 V supply, while providing LVDS-compatible digital outputs from a 3.3 V supply. The ADS5444 input buffer isolates the internal switching of the onboard track and hold (T&H) from disturbing the signal source. An internal reference generator is also provided to further simplify the system design. The ADS5444 has outstanding low noise and linearity over input frequency.
