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Arrays Can';t操纵数组_Arrays_Wolfram Mathematica_Evaluation_Cdf_Flip Flop - Fatal编程技术网

Arrays Can';t操纵数组

Arrays Can';t操纵数组,arrays,wolfram-mathematica,evaluation,cdf,flip-flop,Arrays,Wolfram Mathematica,Evaluation,Cdf,Flip Flop,我试着举一个例子,在给定一个触发器的情况下创建一个新的触发器。我不能操纵整个代码。当我选择Qn1、Qn2、Qn3、Qn4来创建数组、两个表和两个表达式时,我需要。当我更改Qn1、Qn2、Qn3、Qn4的选择时,我无法更改数组、表格和表达式。。如何操作整个代码?这是我的密码 XXX = {0, 0, 1, 1}; YYY = {0, 1, 0, 1}; γ[exp_] := Graphics[Text[exp], ImageSize -> {38, 48}]; z = γ[0]; o =

我试着举一个例子,在给定一个触发器的情况下创建一个新的触发器。我不能操纵整个代码。当我选择Qn1、Qn2、Qn3、Qn4来创建数组、两个表和两个表达式时,我需要。当我更改Qn1、Qn2、Qn3、Qn4的选择时,我无法更改数组、表格和表达式。。如何操作整个代码?这是我的密码

XXX = {0, 0, 1, 1};
YYY = {0, 1, 0, 1};
γ[exp_] := Graphics[Text[exp], ImageSize -> {38, 48}];

z = γ[0]; o = γ[1]; b = γ[""];
δ[exp_] := Graphics[Text[exp], ImageSize -> {108, 48}];


Manipulate[
 {Pinak = {XXX, YYY, 
    Qnand1 = {Fst = Qn1, Secd = Qn2, Trd = Qn3, Fth = Qn4}} } 
 , {Qn1, {0, 1}, ControlType -> SetterBar}, {Qn2, {0, 1}, 
  ControlType -> SetterBar}, {Qn3, {0, 1}, 
  ControlType -> SetterBar}, {Qn4, {0, 1}, ControlType -> SetterBar}]

tbl = Part[Table[IntegerDigits[n, 2, 3], {n, 0, 7}]];
Do[AppendTo[Part[tbl, i], 
   Part[Table[
     v, {v, {Qnand1[[1]], Qnand1[[1]], Qnand1[[2]], Qnand1[[2]], 
       Qnand1[[3]], Qnand1[[3]], Qnand1[[4]], Qnand1[[4]]}}], i]], {i,
    1, 8}];
Do[AppendTo[Part[tbl, i], 
   Part[Table[
     v, {v, {Qnand1[[1]], Qnand1[[1]], Qnand1[[2]], Qnand1[[2]], 
       Qnand1[[3]], Qnand1[[3]], Qnand1[[4]], Qnand1[[4]]}}], i]], {i,
    1, 8}];
Do[AppendTo[Part[tbl, i], 
   Part[Table[
     v, {v, {! Qnand1[[1]], ! Qnand1[[1]], ! Qnand1[[2]], ! 
        Qnand1[[2]], ! Qnand1[[3]], ! Qnand1[[3]], ! Qnand1[[4]], ! 
        Qnand1[[4]]}}], i]], {i, 1, 8}];

tbl = Insert[
   tbl, {γ[X], γ["Y"], γ[Subscript[Q, n]], γ[Subscript[Q, n + 1]], 
    γ["S"], γ["R"]}, 1];

If[tbl[[3, 3]] == tbl[[3, 4]] == 1, tbl[[3, 5]] = "X", Print[""]];
If[tbl[[5, 3]] == tbl[[5, 4]] == 1, tbl[[5, 5]] = "X", Print[""]];
If[tbl[[7, 3]] == tbl[[7, 4]] == 1, tbl[[7, 5]] = "X", Print[""]];
If[tbl[[9, 3]] == tbl[[9, 4]] == 1, tbl[[9, 5]] = "X", Print[""]];

If[tbl[[2, 3]] == tbl[[2, 4]] == 0, tbl[[2, 6]] = "X", Print[""]];
If[tbl[[4, 3]] == tbl[[4, 4]] == 0, tbl[[4, 6]] = "X", Print[""]];
If[tbl[[6, 3]] == tbl[[6, 4]] == 0, tbl[[6, 6]] = "X", Print[""]];
If[tbl[[8, 3]] == tbl[[8, 4]] == 0, tbl[[8, 6]] = "X", Print[""]];

aaaaaaa = {{tbl[[2, 5]], tbl[[3, 5]], tbl[[4, 5]], 
    tbl[[5, 5]]}, {tbl[[6, 5]], tbl[[7, 5]], tbl[[8, 5]], 
    tbl[[9, 5]]}};
aaaaaaab = {{tbl[[2, 6]], tbl[[3, 6]], tbl[[4, 6]], 
    tbl[[5, 6]]}, {tbl[[6, 6]], tbl[[7, 6]], tbl[[8, 6]], 
    tbl[[9, 6]]}};

If[aaaaaaa[[1, 1]] == "X", aaaaaaa[[1, 1]] = 1, Print[""]];
If[aaaaaaa[[1, 2]] == "X", aaaaaaa[[1, 2]] = 1, Print[""]];
If[aaaaaaa[[1, 3]] == "X", aaaaaaa[[1, 3]] = 1, Print[""]];
If[aaaaaaa[[1, 4]] == "X", aaaaaaa[[1, 4]] = 1, Print[""]];
If[aaaaaaa[[2, 1]] == "X", aaaaaaa[[2, 1]] = 1, Print[""]];
If[aaaaaaa[[2, 2]] == "X", aaaaaaa[[2, 2]] = 1, Print[""]];
If[aaaaaaa[[2, 3]] == "X", aaaaaaa[[2, 3]] = 1, Print[""]];
If[aaaaaaa[[2, 4]] == "X", aaaaaaa[[2, 4]] = 1, Print[""]];
If[aaaaaaab[[1, 1]] == "X", aaaaaaab[[1, 1]] = 1, Print[""]];
If[aaaaaaab[[1, 2]] == "X", aaaaaaab[[1, 2]] = 1, Print[""]];
If[aaaaaaab[[1, 3]] == "X", aaaaaaab[[1, 3]] = 1, Print[""]];
If[aaaaaaab[[1, 4]] == "X", aaaaaaab[[1, 4]] = 1, Print[""]];
If[aaaaaaab[[2, 1]] == "X", aaaaaaab[[2, 1]] = 1, Print[""]];
If[aaaaaaab[[2, 2]] == "X", aaaaaaab[[2, 2]] = 1, Print[""]];
If[aaaaaaab[[2, 3]] == "X", aaaaaaab[[2, 3]] = 1, Print[""]];
If[aaaaaaab[[2, 4]] == "X", aaaaaaab[[2, 4]] = 1, Print[""]];
If[aaaaaaab[[1, 1]] == ! 0, aaaaaaab[[1, 1]] = 1, Print[""]];
If[aaaaaaab[[1, 2]] == ! 0, aaaaaaab[[1, 2]] = 1, Print[""]];
If[aaaaaaab[[1, 3]] == ! 0, aaaaaaab[[1, 3]] = 1, Print[""]];
If[aaaaaaab[[1, 4]] == ! 0, aaaaaaab[[1, 4]] = 1, Print[""]];
If[aaaaaaab[[2, 1]] == ! 0, aaaaaaab[[2, 1]] = 1, Print[""]];
If[aaaaaaab[[2, 2]] == ! 0, aaaaaaab[[2, 2]] = 1, Print[""]];
If[aaaaaaab[[2, 3]] == ! 0, aaaaaaab[[2, 3]] = 1, Print[""]];
If[aaaaaaab[[2, 4]] == ! 0, aaaaaaab[[2, 4]] = 1, Print[""]];
If[aaaaaaab[[1, 1]] == ! 1, aaaaaaab[[1, 1]] = 0, Print[""]];
If[aaaaaaab[[1, 2]] == ! 1, aaaaaaab[[1, 2]] = 0, Print[""]];
If[aaaaaaab[[1, 3]] == ! 1, aaaaaaab[[1, 3]] = 0, Print[""]];
If[aaaaaaab[[1, 4]] == ! 1, aaaaaaab[[1, 4]] = 0, Print[""]];
If[aaaaaaab[[2, 1]] == ! 1, aaaaaaab[[2, 1]] = 0, Print[""]];
If[aaaaaaab[[2, 2]] == ! 1, aaaaaaab[[2, 2]] = 0, Print[""]];
If[aaaaaaab[[2, 3]] == ! 1, aaaaaaab[[2, 3]] = 0, Print[""]];
If[aaaaaaab[[2, 4]] == ! 1, aaaaaaab[[2, 4]] = 0, Print[""]];
GraphicsGrid[tbl]
TableView[aaaaaaab]
TableView[aaaaaaa]
S = BooleanFunction[Flatten[aaaaaaa], {Y, X, Qnn}]
R = BooleanFunction[Flatten[aaaaaaab], {Y, X, Qnn}]

我能让这个例子起作用的唯一方法是,给一个不同的Qn值,一次又一次地计算这个单元格。非常感谢您提供的任何帮助。

抱歉,您的代码没有遵循Mathematica通常的最佳实践,并且很难阅读。看看这个姐妹网站上的答案,看看如何用Mathematica编程:问题开始于Mathematica没有处理触发器的功能。。如果一个人不能进入下一个“学术”步骤,为什么要创建一个像“卡诺图”这样的例子。。触发器、同步计数器等。我想对我的问题最好的回答是。。这个例子不适合mathematica!谢谢你的回答!(当然,我是Mathematic的新用户,我会尽量更加实际)