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📄 kk.rpt

📁 实现一个简单的电子钟
💻 RPT
📖 第 1 页 / 共 5 页
字号:
   -      5     -    A    20        OR2        !       0    4    0    1  |TIMER_SET:1|:3634
   -      6     -    A    20        OR2        !       0    4    0    1  |TIMER_SET:1|:3640
   -      7     -    A    20        OR2        !       0    4    0    1  |TIMER_SET:1|:3646
   -      8     -    A    20        OR2        !       0    4    0    1  |TIMER_SET:1|:3652
   -      2     -    A    20        OR2        !       0    4    0    1  |TIMER_SET:1|:3658
   -      4     -    A    01        OR2        !       0    3    0    1  |TIMER_SET:1|:3670
   -      6     -    A    13        OR2        !       0    3    0    1  |TIMER_SET:1|:3682
   -      7     -    A    13        OR2        !       0    4    0    1  |TIMER_SET:1|:3688
   -      8     -    A    13        OR2        !       0    4    0    1  |TIMER_SET:1|:3694
   -      2     -    A    13        OR2        !       0    4    0    8  |TIMER_SET:1|:3700
   -      2     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3704
   -      4     -    A    13        OR2                0    4    0    1  |TIMER_SET:1|:3706
   -      4     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3710
   -      3     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3712
   -      6     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3716
   -      5     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3718
   -      8     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3722
   -      7     -    A    15        OR2                0    4    0    1  |TIMER_SET:1|:3724
   -      1     -    A    15        OR2                0    4    0    3  |TIMER_SET:1|:3730
   -      3     -    A    09        OR2        !       0    3    0    5  |TIMER_SET:1|:3770
   -      1     -    A    11        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3797~1
   -      4     -    A    06        OR2        !       0    4    0   13  |TIMER_SET:1|:3797
   -      6     -    A    11        OR2    s           0    4    0    1  |TIMER_SET:1|~3802~1
   -      2     -    A    11       AND2                0    4    0    9  |TIMER_SET:1|:3802
   -      1     -    A    06        OR2    s           0    4    0    1  |TIMER_SET:1|~3803~1
   -      2     -    A    14        OR2    s           0    4    0    3  |TIMER_SET:1|~3804~1
   -      3     -    A    02        OR2    s           0    2    0    2  |TIMER_SET:1|~3804~2
   -      4     -    A    11        OR2        !       0    4    0    9  |TIMER_SET:1|:3808
   -      2     -    A    06        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3809~1
   -      5     -    A    11        OR2    s   !       0    3    0    1  |TIMER_SET:1|~3810~1
   -      6     -    B    11        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~1
   -      2     -    B    02        OR2    s   !       0    3    0    2  |TIMER_SET:1|~3814~2
   -      7     -    B    11        OR2    s   !       0    3    0    1  |TIMER_SET:1|~3814~3
   -      4     -    B    11        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~4
   -      3     -    B    03       AND2    s           0    3    0    2  |TIMER_SET:1|~3814~5
   -      4     -    B    03        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~6
   -      6     -    B    07       AND2    s   !       0    3    0    1  |TIMER_SET:1|~3814~7
   -      2     -    B    11        OR2    s   !       0    3    0    1  |TIMER_SET:1|~3814~8
   -      1     -    B    07        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~9
   -      1     -    B    11        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~10
   -      5     -    B    03        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~11
   -      6     -    B    03        OR2    s   !       0    3    0    1  |TIMER_SET:1|~3814~12
   -      1     -    B    03        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~13
   -      6     -    A    02        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3814~14
   -      7     -    A    02       AND2    s   !       0    3    0    1  |TIMER_SET:1|~3814~15
   -      2     -    A    02        OR2                0    4    0    9  |TIMER_SET:1|:3814
   -      2     -    B    07        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3816~1
   -      6     -    B    02        OR2    s           0    3    0    3  |TIMER_SET:1|~3816~2
   -      8     -    B    07        OR2    s   !       0    3    0    1  |TIMER_SET:1|~3816~3
   -      7     -    B    03        OR2    s   !       0    4    0    1  |TIMER_SET:1|~3816~4
   -      2     -    A    09        OR2    s           0    3    0    5  |TIMER_SET:1|~3816~5
   -      5     -    A    06       AND2    s   !       0    4    0    2  |TIMER_SET:1|~3816~6
   -      5     -    D    22       AND2                0    4    0    6  |TIMER_SET:1|:3833
   -      6     -    D    22        OR2        !       0    4    0    6  |TIMER_SET:1|:3838
   -      3     -    D    17       AND2    s           0    3    0    1  |TIMER_SET:1|~3843~1
   -      1     -    D    22       AND2                0    4    0    3  |TIMER_SET:1|:3843
   -      3     -    D    22       AND2                0    4    0    2  |TIMER_SET:1|:3848
   -      7     -    D    22        OR2        !       0    4    0    5  |TIMER_SET:1|:3853
   -      8     -    D    22       AND2                0    4    0    6  |TIMER_SET:1|:3868
   -      6     -    A    05        OR2    s   !       0    3    0    1  |TIMER_SET:1|~3873~1
   -      6     -    D    20       AND2                0    2    0    4  |TIMER_SET:1|:3883
   -      1     -    A    05        OR2    s   !       0    3    0    6  |TIMER_SET:1|~3888~1
   -      2     -    D    17       AND2    s   !       0    2    0    5  |TIMER_SET:1|~3893~1
   -      7     -    D    20       AND2                0    3    0    2  |TIMER_SET:1|:3893
   -      4     -    D    20        OR2        !       0    3    0    3  |TIMER_SET:1|:3898
   -      1     -    D    20        OR2                0    3    0    1  |TIMER_SET:1|:3948
   -      3     -    D    18        OR2    s           0    3    0    2  |TIMER_SET:1|~4000~1
   -      8     -    D    18        OR2    s           0    4    0    1  |TIMER_SET:1|~4000~2
   -      8     -    D    20       AND2                0    2    0    2  |TIMER_SET:1|:4021
   -      7     -    A    05       AND2    s           0    3    0    4  |TIMER_SET:1|~4039~1
   -      6     -    D    18        OR2    s           0    4    0    2  |TIMER_SET:1|~4039~2
   -      7     -    D    18        OR2                0    4    0    1  |TIMER_SET:1|:4051
   -      4     -    D    16       AND2    s           0    2    0    1  |TIMER_SET:1|~4065~1
   -      4     -    D    17        OR2                0    2    0    1  |TIMER_SET:1|:4084
   -      5     -    D    17        OR2                0    4    0    1  |TIMER_SET:1|:4098
   -      6     -    D    17        OR2                0    4    0    1  |TIMER_SET:1|:4108
   -      2     -    D    22        OR2    s           0    4    0    1  |TIMER_SET:1|~4110~1
   -      3     -    D    20        OR2                0    4    0    1  |TIMER_SET:1|:4132
   -      8     -    D    14        OR2                0    4    0    1  |TIMER_SET:1|:4149
   -      2     -    D    14        OR2                0    4    0    1  |TIMER_SET:1|:4159
   -      4     -    D    18        OR2    s           0    2    0    1  |TIMER_SET:1|~4207~1
   -      1     -    D    18        OR2                0    4    0    1  |TIMER_SET:1|:4207
   -      5     -    D    14        OR2    s           0    3    0    1  |TIMER_SET:1|~4246~1
   -      3     -    D    14        OR2                0    4    0    2  |TIMER_SET:1|:4246
   -      7     -    D    14        OR2    s           0    4    0    1  |TIMER_SET:1|~4267~1
   -      2     -    D    20        OR2                0    3    0    2  |TIMER_SET:1|:4282
   -      4     -    D    22        OR2    s           0    4    0    5  |TIMER_SET:1|~4303~1
   -      5     -    D    20        OR2    s           0    4    0    1  |TIMER_SET:1|~4303~2
   -      5     -    D    16        OR2    s           0    2    0    4  |TIMER_SET:1|~4312~1
   -      6     -    D    14        OR2                0    4    0    1  |TIMER_SET:1|:4312
   -      1     -    E    12        OR2        !       0    2    0    1  |TIMER_SET:1|:4321
   -      5     -    B    05        OR2        !       0    3    0    3  |TIMER_SET:1|:4328
   -      6     -    E    11        OR2        !       1    2    0    3  |TIMER_SET:1|:4346


Code:

s = Synthesized pin or logic cell
+ = Synchronous flipflop
/ = Slow slew-rate output
! = NOT gate push-back
r = Fitter-inserted logic cell
p = Packed register


Device-Specific Information:e:\max+plusii learning\course and others\vhdl\kk.rpt
kk

** FASTTRACK INTERCONNECT UTILIZATION **

Row FastTrack Interconnect:

          Global         Left Half-      Right Half-
         FastTrack       FastTrack       FastTrack 
Row     Interconnect    Interconnect    Interconnect    Input Pins     Output Pins     Bidir Pins
A:      51/ 96( 53%)    31/ 48( 64%)    11/ 48( 22%)    0/16(  0%)      3/16( 18%)     0/16(  0%)
B:      15/ 96( 15%)    36/ 48( 75%)     0/ 48(  0%)    0/16(  0%)      3/16( 18%)     0/16(  0%)
C:       0/ 96(  0%)     0/ 48(  0%)     0/ 48(  0%)    0/16(  0%)      0/16(  0%)     0/16(  0%)
D:      17/ 96( 17%)     2/ 48(  4%)    18/ 48( 37%)    1/16(  6%)      0/16(  0%)     0/16(  0%)
E:       2/ 96(  2%)     2/ 48(  4%)     0/ 48(  0%)    2/16( 12%)      0/16(  0%)     0/16(  0%)
F:       0/ 96(  0%)     0/ 48(  0%)     0/ 48(  0%)    0/16(  0%)      0/16(  0%)     0/16(  0%)


Column FastTrack Interconnect:

         FastTrack                                 
Column  Interconnect    Input Pins     Output Pins     Bidir Pins
01:      1/24(  4%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
02:      3/24( 12%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
03:      3/24( 12%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
04:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
05:      3/24( 12%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
06:      4/24( 16%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
07:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
08:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
09:      9/24( 37%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
10:      3/24( 12%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
11:      4/24( 16%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
12:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
13:      1/24(  4%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
14:      3/24( 12%)     0/4(  0%)      2/4( 50%)       0/4(  0%)
15:      2/24(  8%)     0/4(  0%)      1/4( 25%)       0/4(  0%)
16:      2/24(  8%)     0/4(  0%)      1/4( 25%)       0/4(  0%)
17:      1/24(  4%)     0/4(  0%)      1/4( 25%)       0/4(  0%)
18:      3/24( 12%)     0/4(  0%)      2/4( 50%)       0/4(  0%)
19:      0/24(  0%)     0/4(  0%)      1/4( 25%)       0/4(  0%)
20:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
21:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
22:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
23:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
24:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)
EA:      0/24(  0%)     0/4(  0%)      0/4(  0%)       0/4(  0%)


Device-Specific Information:e:\max+plusii learning\course and others\vhdl\kk.rpt
kk

** CLOCK SIGNALS **

Type     Fan-out       Name
INPUT       52         cp


Device-Specific Information:e:\max+plusii learning\course and others\vhdl\kk.rpt
kk

** CLEAR SIGNALS **

Type     Fan-out       Name
LCELL        7         |TIMER_SET:1|counter60:u1|:180
LCELL        7         |TIMER_SET:1|counter60:u2|:180
LCELL        3         |TIMER_SET:1|:4328


Device-Specific Information:e:\max+plusii learning\course and others\vhdl\kk.rpt
kk

** EQUATIONS **

cp       : INPUT;
key0     : INPUT;
key1     : INPUT;
key2     : INPUT;

-- Node name is 'segout0' 
-- Equation name is 'segout0', type is output 
segout0  =  _LC4_D14;

-- Node name is 'segout1' 
-- Equation name is 'segout1', type is output 
segout1  =  _LC1_D14;

-- Node name is 'segout2' 
-- Equation name is 'segout2', type is output 
segout2  =  _LC2_D16;

-- Node name is 'segout3' 
-- Equation name is 'segout3', type is output 
segout3  =  _LC1_D16;

-- Node name is 'segout4' 
-- Equation name is 'segout4', type is output 
segout4  =  _LC1_D17;

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