Column address distributor circuit suitable for different types of FPGA (field programmable gate array) circuit programming
A column address and distributor technology, applied in electrical program control, program control in sequence/logic controllers, etc., can solve the problems of large delay and long circuit layout, save area, save layout area, and reduce delay time Effect
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Embodiment 1
[0059] Figure 6 , Figure 7 , Figure 8 is a schematic structural diagram of the column address allocator circuit according to the first embodiment of the present invention. Figure 7 yes Figure 6 subgraph of Figure 8 yes Figure 7 subgraph of .
[0060] Figure 6 Among them, 1001, 1002, and 1003 represent the new class address jump modules, 1001 is the module for programming the first class in FPGA, 1002 is the module for programming the second class, and 1003 is the module for programming the third class Module, according to the actual FPGA, the number of classes that need to be programmed is also different, but the structure of each class address jump module is similar and different; 1004 is a group of parallel multiple The channel selector circuit, their input is the output of each class address jump module, according to the control signal of the multiplexer, that is, the bit of the address to judge the current multiplexer Which input of the select...
Embodiment 2
[0064] In the second embodiment, the FPGA for which the column address allocator circuit will be used has three types of circuits: an input-output block (IOB), a logic block (LB) and a global clock block (GB). The input-output block (IOB) has two circuit blocks, each with 19 programming bit lines; the logic block (LB) has 14 circuit blocks, and each circuit block has 26 programming bit lines; the global clock module ( GB) has 3 circuit blocks, and each circuit block has 8 programming bit lines.
[0065] In this embodiment, the FPGA has 3 class circuits, which are 2 after subtracting 1, and the binary expression is 'b10, which is at least 2-bit binary expression, that is, C=2; the number of block circuits contained in each class circuit is different, up to 14 , after subtracting 1, it is 13, that is, 'b1101, at least 4-bit binary expression, that is, M=4; the number of bit lines of each block of a class circuit is different, the maximum value is 26, and subtracting 1 is 25,...
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