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    EP3SL50F484C4 Price and Stock

    Intel Corporation EP3SL50F484C4

    IC FPGA 296 I/O 484FBGA
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    Intel Corporation EP3SL50F484C4L

    IC FPGA 296 I/O 484FBGA
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    Intel Corporation EP3SL50F484C4N

    IC FPGA 296 I/O 484FBGA
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    Intel Corporation EP3SL50F484C4G

    IC FPGA 296 I/O 484FBGA
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    DigiKey EP3SL50F484C4G Tray 60
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    Intel Corporation EP3SL50F484C4LG

    IC FPGA 296 I/O 484FBGA
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    DigiKey EP3SL50F484C4LG Tray 60
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    EP3SL50F484C4 Datasheets (8)

    Part ECAD Model Manufacturer Description Curated Datasheet Type PDF
    EP3SL50F484C4 Altera Embedded - FPGAs (Field Programmable Gate Array), Integrated Circuits (ICs), IC FPGA 296 I/O 484FBGA Original PDF
    EP3SL50F484C4 Altera Stratix III Device Family-The Lowest Power High-Performance 65-nm FPGAs; 484 pin FBGA; 0 to 85°C Original PDF
    EP3SL50F484C4L Altera Embedded - FPGAs (Field Programmable Gate Array), Integrated Circuits (ICs), IC FPGA 296 I/O 484FBGA Original PDF
    EP3SL50F484C4L Altera Stratix III Device Family-The Lowest Power High-Performance 65-nm FPGAs; 484 pin FBGA; 0 to 85°C Original PDF
    EP3SL50F484C4LN Altera Embedded - FPGAs (Field Programmable Gate Array), Integrated Circuits (ICs), IC FPGA 296 I/O 484FBGA Original PDF
    EP3SL50F484C4LN Altera Stratix III Device Family-The Lowest Power High-Performance 65-nm FPGAs; 484 pin FBGA; 0 to 85°C Original PDF
    EP3SL50F484C4N Altera Embedded - FPGAs (Field Programmable Gate Array), Integrated Circuits (ICs), IC FPGA 296 I/O 484FBGA Original PDF
    EP3SL50F484C4N Altera Stratix III Device Family-The Lowest Power High-Performance 65-nm FPGAs; 484 pin FBGA; 0 to 85°C Original PDF

    EP3SL50F484C4 Datasheets Context Search

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    source code verilog for qr decomposition

    Abstract: verilog code for 4 bit multiplier testbench matlab code for mimo ofdm verilog code for mimo ofdm vhdl code for cordic algorithm RLS matlab verilog code for inverse matrix cordic vhdl code for rotation cordic CORDIC vhdl altera
    Text: QR Matrix Decomposition Application Note 506 February 2008, ver. 2.0 Introduction QR matrix decomposition QRD , sometimes referred to as orthogonal matrix triangularization, is the decomposition of a matrix (A) into an orthogonal matrix (Q) and an upper triangular matrix (R). QRD is useful


    Original     		PDF