Building Blocks IP
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370
Building Blocks IP
from 51 vendors
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10)
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32-512 Point Streaming FFT Core
- Supports 32/64/128/256/512-point complex FFT and IFFT and can switch dynamically
- Inputs and outputs data in the natural order
- Throughput of 1 sample (In-phase I + quadrature Q) per 4 clocks; no-gap processing of the input data
- Parameterized bit width.
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128-Point FFT/IFFT IP Core
- The FFT4T core implements a 128 point complex FFT and IFFT over 12 data streams in hardware. It runs at the clock frequency four times higher than the insput sampling frequency.
- FFT4T core is a specialized FFT/IFFT processor intended for a situation where an RF signal is recieved over multiple channels in parallel and its filtering is to be performed in the frequency domain. The core fits nicely into, for example, a multichannel GPS system.
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ASIP-1 FFT Engine
- Platform to design Application Specific Instruction Set Processors (ASIPs).
- Ideal for supporting multi-standard systems.
- Supports a wide range of complex DSP functions.
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ASIP-2 Programmable Filter Engine
- Platform to design Application Specific Instruction Set Processors (ASIPs).
- Ideal for supporting multi-standard systems.
- Supports a wide range of complex DSP functions
- The ASIP2 performs Fast Fourier Transform (FFT) to convert time domain signals to frequency domain signals for further processing. It supports FFT sizes from 4 to 8K.
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MIMO Decoder
- Includes QR Decomposition, Dynamic scale and K-best Decoder
- Fixed Depth K-Best Decoder (K=16)
- Achieves close-to ML BER performance
- Supports synchronized streams with different QAM (from BPSK to 64 QAM) dependent on MIMO mode
- Supports square and non-square QAM
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MIMO Sphere Decoder
- Fixed Complexity Sphere Decoder providing fixed throughput
- Achieves close-to ML BER performance
- MATLAB and C model for – MIMO 2×2 and 4×4 – Can be modified to support other MIMO sizes – BPSK, 4-QAM, 16-QAM and 64-QAM
- Efficient and optimized FPGA Architecture (4×4 MIMO, 16-QAM)
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Decision tree inference core
- So_ip_idt core can be used create a decision tree directly in hardware. It can create DTs with univarite, multivariate and non-linear tests.
- Creating DTs directly in hardware results in the significant increase of DT inference speed, compared with the traditional software-based approach.
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General-purpose FFT core
- The FFT is factored into Radix-4 Butterfly operations. When an odd power of two is required, a small radix-2 “follower” stage performs the final iteration. The radix-2 stage does not require a full complex rotator so its cost is minimal.
- The Radix-4 Engine fetches one complex word of data each clock cycle. Four interleaved data words are collected then applied to the t0-t3 inputs. On successive clock cycles the engine calculates the four frequency domain outputs f0-f3. These are then stored back into the Working Buffer.
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Discrete Cosine Transform
- This core can perform the two dimensional Discrete Cosine Transform (DCT) and its inverse (IDCT) on an 8x8 block of samples.
- The simple, fully synchronous design allows for fast operation while maintaining a low gate count.
- It offers high performance and many features to meet your multimedia, digital video and digital printing applications
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CIC Intel® FPGA IP Core
- The CIC Intel FPGA IP core implements a Cascaded integrator-comb (CIC) filter with data ports that are compatible with the Avalon® streaming (Avalon-ST) interface
- CIC filters (also known as Hogenauer filters) are computationally efficient for extracting baseband signals from narrow-band sources using decimation
- They also construct narrow-band signals from processed baseband signals using interpolation.