1. Design a digital circuit (with minimum logic) to detect the No. of 1's in 8-bit Vector Input signal ?
Then, try to generalize the circuit for any n-bit input vector ?
2. Design a digital circuit to detect "1010111100000......................upto 100 bits" (Take Any Pattern)
with minimum possible logic ?
3. Design a digital circuit with following specification ::
INPUTS :
Data_in[7:0] : 8-bit Data stream coming in continously at clk 10 mhz -
Master_Key[23:0] : 16-bit key (fixed for the entire operation of the circuit)
OUTPUTS:
Data_out[7:0] : 8-bit Data sream coming out continously at clk 10 mhz
For (First Input Byte at Data_in[7:0])
{ If { Data_in[7:0] > = Master_Key[23:16] } then
Data_out[7:0] = Data_in[7:0] xor Master_Key[23:16]
else
Data_out[7:0] = Data_in[7:0] xor Master_key[15:8]
end }
For {Second Input Byte at Data_in[7:0]}
{ If { Data_in[7:0] >= Master_Key[23:16] } then
temp_var[7:0] = Data_in[For first byte] xor Master_Key[15:8]
Data_out[7:0] = temp_var1[7:0] xor Data_out[For First input byte]
else
temp_var[7:0] = Data_in[For first byte] xor Master_Key[15:8]
Data_out[7:0] = temp_var1[7:0] xor Master_key[7:0]
end }
For {Third Input Byte at Data_in[7:0]}
{ If { Data_in[7:0] >= Master_Key[23:16] } then
temp_var[7:0] = Data_in[For Second byte] xor Master_Key[15:8]
Data_out[7:0] = temp_var[7:0] xor Data_out[For second input byte]
else
temp_var[7:0] = Data_in[For Second byte] xor Master_Key[15:8]
Data_out[7:0] = temp_var[7:0] xor Data_out[For First input byte]
end }
// For All Inputs from fourth Byte onwards (fourth Byte included)
For {Fourth Input Byte Onwards}
{If { Data_in[7:0] >= Master_Key[23:16] } then
temp_var[7:0] = Data_in[For Previous Byte] xor Master_Key[15:8]
Data_out[7:0] = temp_var[7:0] xor Data_out[For Previous Byte]
else
temp_var[7:0] = Data_in[For Previous Byte] xor Master_Key[15:8]
Data_out[7:0] = temp_var[7:0] xor Data_out[For Pre-Previous Byte]
end }
Where, Pre-Previous means " Output byte before the previous output byte"
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