Features
- Throughput Rate 125MSPS
- Low Power 165mW at 5V, 27mW at 3V
- Power Down Mode 23mW at 5V, 10mW at 3V
- Integral Linearity Error ±1 LSB
- Adjustable Full Scale Output Current 2mA to 20mA
- SFDR to Nyquist at 5MHz Output 68dBc
- Internal 1.2V Temperature Compensated Bandgap Voltage Reference
- Single Power Supply from +5V to +3V
- CMOS Compatible Inputs
- Excellent Spurious Free Dynamic Range
Description
The HI5760 is a 10-bit, 125MSPS, High-Speed, low power, D/A converter which is implemented in an advanced CMOS process. Operating from a single +3V to +5V supply, the converter provides 20mA of full scale output current and includes edge-triggered CMOS input data latches. Low glitch energy and excellent frequency domain performance are achieved using a segmented current source architecture. For an equivalent performance dual version, see the HI5728. This device complements the CommLink™ HI5X60 family of High-Speed converters offered by Intersil, which includes 8, 10, 12, and 14-bit devices.
Applications
- Cable Modems
- Set Top Boxes
- Wireless Communications
- Direct Digital Frequency Synthesis
- Signal Reconstruction
- Test Instrumentation
- High Resolution Imaging Systems
- Arbitrary Waveform Generators
| Part Number | Status | Samples | Stock | RoHS | Package | Lead Count (#) | Carrier Type | Moisture Sensitivity Level (MSL) | Conversion Rate (Max) (kSPS) | Pitch (mm) | Pkg. Dimensions (mm) | Pb (Lead) Free | Pb Free Category | Temp. Range (°C) |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| HI5760/6IBZ | Obsolete | N/A | Out of Stock | Contact | SOICW | 28# | Tube | 3 | 60000kSPS | 1.3mm | 17.9 x 7.5 x 0.20 | Yes | Pb-Free 100% Matte Tin Plate w/Anneal-e3 | -40 to +85°C |
| HI5760BIBZ | Obsolete | N/A | In Stock | RoHS:EN | SOICW | 28# | Tube | 3 | 125000kSPS | 1.3mm | 17.9 x 7.5 x 0.20 | Yes | Pb-Free 100% Matte Tin Plate w/Anneal-e3 | -40 to +85°C |
| HI5760BIBZ-T | Obsolete | N/A | In Stock | RoHS:EN | SOICW | 28# | Reel | 3 | 125000kSPS | 1.3mm | 17.9 x 7.5 x 0.20 | Yes | Pb-Free 100% Matte Tin Plate w/Anneal-e3 | -40 to +85°C |
| HI5760IAZ | Obsolete | N/A | Out of Stock | RoHS:EN | TSSOP | 28# | Tube | 3 | 125000kSPS | 0.7mm | 9.7 x 4.4 x 0.00 | Yes | Pb-Free 100% Matte Tin Plate w/Anneal-e3 | -40 to +85°C |
| HI5760IAZ-T | Obsolete | N/A | Out of Stock | RoHS:EN | TSSOP | 28# | Reel | 125000kSPS | 0.7mm | 9.7 x 4.4 x 0.00 | No | -40 to +85°C |
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- Product Change NoticePDF 98 KB PCN12094 Dec 19, 2012
- Application NotePDF 503 KB an9675 Aug 13, 1999AI-generated Summary: Effective Number of Bits (ENOB) depends critically on precise coherence in A/D sampling, with small frequency shifts significantly impacting accuracy. Unwrapping reconstructs coherently sampled sine waves, while windowing controls spectral leakage by shaping the acquisition window. Resampling and interpolation adjust sample sets to avoid leakage in FFT analysis. Different window functions balance side lobe levels and bandwidth, affecting spectral resolution and leakage reduction.
- Application NotePDF 1.08 MB an002 Nov 19, 1998AI-generated Summary: Data acquisition and conversion involve quantization, where the smallest resolvable analog difference (quantum) depends on the full scale range and resolution. Quantization introduces an irreducible error called quantizing error or noise. Aperture time, the conversion time uncertainty, causes amplitude errors when signals change during conversion. Sample-hold circuits reduce aperture time by storing sampled signals. The Sampling Theorem states that sampling frequency must be at least twice the highest signal frequency to avoid distortion from frequency folding or aliasing. Natural binary code is commonly used for digital representation in converters, with the most and least significant bits defining the code's resolution and value.
- Application NotePDF 287 KB an9705 Feb 21, 1997AI-generated Summary: Coherent sampling requires the ratio of signal frequency to sampling frequency to be a rational number, expressed as ko/N. When this condition is not met, frequency smearing occurs across bins. Data Acquisition Systems (DAS) can mitigate this by windowing, fixing sampling frequency and tuning input frequency, or fixing input frequency and tuning sampling frequency. The latter two methods are practical for most systems. Pseudo-code illustrates the frequency response for non-integer ko values.
Recommended Documents (1)
Datasheets (1)
Manuals & Guides (1)
- Application NotePDF 503 KB an9675 Aug 13, 1999AI-generated Summary: Effective Number of Bits (ENOB) depends critically on precise coherence in A/D sampling, with small frequency shifts significantly impacting accuracy. Unwrapping reconstructs coherently sampled sine waves, while windowing controls spectral leakage by shaping the acquisition window. Resampling and interpolation adjust sample sets to avoid leakage in FFT analysis. Different window functions balance side lobe levels and bandwidth, affecting spectral resolution and leakage reduction.
- Application NotePDF 1.08 MB an002 Nov 19, 1998AI-generated Summary: Data acquisition and conversion involve quantization, where the smallest resolvable analog difference (quantum) depends on the full scale range and resolution. Quantization introduces an irreducible error called quantizing error or noise. Aperture time, the conversion time uncertainty, causes amplitude errors when signals change during conversion. Sample-hold circuits reduce aperture time by storing sampled signals. The Sampling Theorem states that sampling frequency must be at least twice the highest signal frequency to avoid distortion from frequency folding or aliasing. Natural binary code is commonly used for digital representation in converters, with the most and least significant bits defining the code's resolution and value.
- Application NotePDF 287 KB an9705 Feb 21, 1997AI-generated Summary: Coherent sampling requires the ratio of signal frequency to sampling frequency to be a rational number, expressed as ko/N. When this condition is not met, frequency smearing occurs across bins. Data Acquisition Systems (DAS) can mitigate this by windowing, fixing sampling frequency and tuning input frequency, or fixing input frequency and tuning sampling frequency. The latter two methods are practical for most systems. Pseudo-code illustrates the frequency response for non-integer ko values.
Application Notes & White Papers (3)
- Product Change NoticePDF 98 KB PCN12094 Dec 19, 2012
Product Notices (PCN, EOL, etc) (2)
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