SN54/74LS393

PinoutDescriptionEach half of the SN54/74LS393 operates in the Modulo 16 binary sequence, as indicated in the ÷16 Truth Table. The first flip-flop is triggered by HIGH-to-LOW transitions of the CP input signal. Each of the other flip-flops is triggered by a HIGH-to-LOW transition of the Q output o...

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SeekIC No. : 004496156 Detail

SN54/74LS393: PinoutDescriptionEach half of the SN54/74LS393 operates in the Modulo 16 binary sequence, as indicated in the ÷16 Truth Table. The first flip-flop is triggered by HIGH-to-LOW transitions of the CP i...

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Part Number:
SN54/74LS393
Supply Ability:
5000

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  • Qty
  • 1~5000
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  • Negotiable
  • Processing time
  • 15 Days
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Upload time: 2024/9/26

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Description

Each half of the SN54/74LS393 operates in the Modulo 16 binary sequence, as indicated in the ÷16 Truth Table. The first flip-flop is triggered by HIGH-to-LOW transitions of the CP input signal. Each of the other flip-flops is triggered by a HIGH-to-LOW transition of the Q output of the preceding flip-flop. Thus state changes of the Q outputs do not occur simultaneously. This means that logic signals derived from combinations of these outputs of SN54/74LS393 will be subject to decoding spikes and, therefore, should not be used as clocks for other counters, registers or flip-flops. A HIGH signal on MR forces all outputs to the LOW state and prevents counting.

Each half of the SN54/74LS393 contains a ÷5 section that is independent except for the common MR function. The ÷5section operates in 4.2.1 binary sequence, as shown in the ÷5 Truth Table, with the third stage output exhibiting a 20% duty cycle when the input frequency is constant. To obtain a ÷10 function having a 50% duty cycle output, connect the input signal to CP1 and connect the Q3 output to the CP0 input; the Q0 output provides the desired 50% duty cycle output. If the input frequency is connected to CP0 and the Q0 output is connected to CP1, a decade divider operating in the 8.4.2.1 BCD code is obtained, as shown in the BCD Truth Table. Since the flip-flops change state asynchronously, logic signals derived from combinations of LS390 outputs are also subject to decoding spikes. A HIGH signal on MR forces all outputs LOW and prevents counting.




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