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5962-9561202MZC 参数 Datasheet PDF下载

5962-9561202MZC图片预览
型号: 5962-9561202MZC
PDF下载: 下载PDF文件 查看货源
内容描述: [Field Programmable Gate Array, 230MHz, 484-Cell, CMOS, CQFP164, TOP BRAZED, CERAMIC, QFP-164]
分类和应用: 可编程逻辑
文件页数/大小: 76 页 / 730 K
品牌: XILINX [ XILINX, INC ]
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R
XC3000 Series Field Programmable Gate Arrays  
duced by storage elements. Loading of a logic-block output  
is limited only by the resulting propagation delay of the  
larger interconnect network. Speed performance of the  
logic block is a function of supply voltage and temperature.  
See Figure 32.  
Device Performance  
The XC3000 families of FPGAs can achieve very high per-  
formance. This is the result of  
A sub-micron manufacturing process, developed and  
continuously being enhanced for the production of  
state-of-the-art CMOS SRAMs.  
Careful optimization of transistor geometries, circuit  
design, and lay-out, based on years of experience with  
the XC3000 family.  
A look-up table based, coarse-grained architecture that  
can collapse multiple-layer combinatorial logic into a  
single function generator. One CLB can implement up  
to four layers of conventional logic in as little as 1.5 ns.  
Interconnect performance depends on the routing  
resources used to implement the signal path. Direct inter-  
connects to the neighboring CLB provide an extremely fast  
path. Local interconnects go through switch matrices  
(magic boxes) and suffer an RC delay, equal to the resis-  
tance of the pass transistor multiplied by the capacitance of  
the driven metal line. Longlines carry the signal across the  
length or breadth of the chip with only one access delay.  
Generous on-chip signal buffering makes performance rel-  
atively insensitive to signal fan-out; increasing fan-out from  
1 to 8 changes the CLB delay by only 10%. Clocks can be  
distributed with two low-skew clock distribution networks.  
Actual system performance is determined by the timing of  
critical paths, including the delay through the combinatorial  
and sequential logic elements within CLBs and IOBs, plus  
the delay in the interconnect routing. The AC-timing speci-  
fications state the worst-case timing parameters for the var-  
ious logic resources available in the XC3000-families  
architecture. Figure 31 shows a variety of elements  
involved in determining system performance.  
The tools in the Development System used to place and  
route a design in an XC3000 FPGA automatically calculate  
the actual maximum worst-case delays along each signal  
path. This timing information can be back-annotated to the  
design’s netlist for use in timing simulation or examined  
with, a static timing analyzer.  
Logic block performance is expressed as the propagation  
time from the interconnect point at the input to the block to  
the output of the block in the interconnect area. Since com-  
binatorial logic is implemented with a memory lookup table  
within a CLB, the combinatorial delay through the CLB,  
Actual system performance is applications dependent. The  
maximum clock rate that can be used in a system is deter-  
mined by the critical path delays within that system. These  
delays are combinations of incremental logic and routing  
delays, and vary from design to design. In a synchronous  
system, the maximum clock rate depends on the number of  
combinatorial logic layers between re-synchronizing  
flip-flops. Figure 33 shows the achievable clock rate as a  
function of the number of CLB layers.  
7
called T , is always the same, regardless of the function  
ILO  
being implemented. For the combinatorial logic function  
driving the data input of the storage element, the critical  
timing is data set-up relative to the clock edge provided to  
the flip-flop element. The delay from the clock source to the  
output of the logic block is critical in the timing signals pro-  
Clock to Output  
Combinatorial  
Setup  
T
CKO  
T
ILO  
T
ICK  
T
OP  
CLB  
CLB  
CLB  
IOB  
Logic  
Logic  
PAD  
(K)  
(K)  
CLOCK  
PAD  
T
CKO  
IOB  
T
OKPO  
T
PID  
X3178  
Figure 31: Primary Block Speed Factors. Actual timing is a function of various block factors combined with routing.  
factors. Overall performance can be evaluated with the timing calculator or by an optional simulation.  
November 9, 1998 (Version 3.1)  
7-35  
 
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