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Marta_Voda [28]
3 years ago
7

b) Derive the logic expressions for the incrementor and 7-sgement decoder. Since software can perform gate-level optimization, y

ou don’t need to perform simplification. (c) Derive the VHDL code. The basic "skeleton" is library ieee; use ieee.std_logic_1164.all; -- the g, f, ..., a bars of 7-segment LED are mapped to -- hex(6), ..., hex(0) entity inc_7seg_v1 is port ( a: in std_logic_vector(3 downto 0); hex0, hex1: out std_logic_vector(6 downto 0) ); end inc_7seg_v1; -- only and, or, not operators can be used architecture arch of inc_7seg_v1 is signal s: std_logic_vector(3 downto 0); begin -- incrementor (in terms of a(3), a(2), a(1), a(0)) -- S = A + 1; s(3) <= ... ; s(2) <= ... ; ... s(0) <= ... ; -- 1st 7-sgement decoder (in terms of a(3), a(2), a(1), a(0)) hex0(6) <= ... ; ... hex0(0) <= ... ; -- 2nd 7-sgement decoder (in terms of s(3), s(2), s(1), s(0)) hex1(6) <= ... ;

Computers and Technology
1 answer:
Tasya [4]3 years ago
6 0

Answer:

Explanation:

 Truth Table for Common Cathode 7-segment Hex decoder

    PRESENT STATE           NEXT STATE                         COMMON CATHODE

                                                                                          SEVEN SEGMENT

#    S3    S2    S1     S0             S3+    S2+    S1+    S0+           g     f     e     d     c     b     a

0    0      0       0      0               0        0        0        1               0      1     1      1      1      1      1

1     0       0      0       1                0        0         1        0             0      0    0     0     1      1     0

2    0     0      1       0              0      0         1      1              1     0   1      1    0    1     1

3    0     0      1       1               0       1          0     0            1     0    0     1    1    1     1

4    0     1       0      0              0        1         0      1            1      1    0     0   1    1    0

5    0     1       0       1             0         1          1      0           1      1    0      1   1    0    1

6    0     1       1        0             0      1            1      1             1     1     1       1   1    0   1

7    0     1       1         1              1       0          0     0            0     0   0       0  1   1    1

8    1      0      0       0            1       0            0     1            1      1     1        1   1   1   1

9    1      0      0       1            1       0              1    0            1      1      0      1  1    1   1

A    1      0      1        0          1        0             1     1             1     0     1      1    1    1    1

B    1      0      1         1          1        1              0   0             1     1      1      1     1   0  0

C    1     1        0        0        1        1              0   1              0    1      1      1     0   0  1

D    1      1       0        1        1       1               1     0            1     0      1      1      1    1  0

E     1      1       1         0      1     1                 1     1             1      1      1       1      0   0  1

F     1      1       1          1      0   0                0    0            1      1       1      0     0   0  1

K Maps for Boolean expression  is attached

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