Intel to use Newmonics' PERC with Xscale processor
Intel to use Newmonics' PERC with Xscale processor
By Loring Wirbel, EE Times
December 17, 2001 (1:14 p.m. EST)
URL: http://www.eetimes.com/story/OEG20011217S0032
LISLE, Ill. Newmonics Inc. has received a third round of funding of undisclosed size from Intel Capital, the venture arm of Intel Corp. Intel has agreed to use Newmonics' PERC Java virtual machine as part of its Xscale processing architecture, and Newmonics plans to optimize PERC for use in such applications. Founded in 1996, Newmonics originally offered its PERC development environment for wireless and transportation applications. Last May, the company expanded into internetworking with its "PERC for Intelligent Networks" program, teaming with Metrowerks Inc. to add the latter company's CodeWarrior tools to the PERC suite. The version of PERC optimized for Intel processors will be offered in early customer licenses in January, followed by general availability in the second quarter of 2002.
Related Semiconductor IP
- 12-bit, 400 MSPS SAR ADC - TSMC 12nm FFC
- 10-bit Pipeline ADC - Tower 180 nm
- NoC Verification IP
- Simulation VIP for Ethernet UEC
- Automotive Grade PLLs, Oscillators, SerDes PMAs, LVDS/CML IP
Related News
- Blueshift Memory to use Codasip custom compute to develop new memory-efficient processor technology
- Intel's XScale architecture debuts in network-processor chip set
- Intel's XScale platform takes shot at TI DSPs
- Intel scales up StrongARM with new XScale platform
Latest News
- Presto Engineering Group Acquires Garfield Microelectronics Ltd, Creating Europe’s Most Comprehensive ASIC Design to Production One-Stop-Shop
- Qualitas Semiconductor Demonstrates Live of PCIe Gen 6.0 PHY and UCIe v2.0 Solutions at ICCAD 2025
- WAVE-N v2: Chips&Media’s Custom NPU Retains 16-bit FP for Superior Efficiency at High TOPS
- Quintauris releases RT-Europa, the first RISC-V Real-Time Platform for Automotive
- PQShield's PQCryptoLib-Core v1.0.2 Achieves CAVP Certification for a broad set of classical and post-quantum algorithms