1、环境准备
- windows 7，8，10，11操作系统
- ahk 2.x_64位
2、使用方式
avg /sum 计算平均值，计算总和
支持数字中可以简写 k(千) ， w(万) ，y(亿)
可以计算运行框中的数据，也可以计算剪切板中的数据，数据以空格分隔，或者是回车，或者是换行符号
我们可以把记事本中或者是excel等分行的数据计算总和或者是平均值、
- 输入win+R打开windows运行框
- 在运行框中输入：sum 100 200 300 输出：600
- 在运行框中输入: sum ,计算“【剪切板】”中数据总和，数据一般都是以换行分隔、
- 在运行框中输入： avg 100 200 300 输出：200
- 在运行框中输入：avg ,计算“【剪切板】”中数据平均值，数据一般都是以换行分隔、
- 表达式按== 触发结果
3、演示
4、代码
#HotIf winActive("运行") and winActive("ahk_class #32770")
#MaxThreadsPerHotkey 10
;在运行框中执行强大的计算功能，包括数学运算等
:*?:==::{
try{
rawText:=ControlGetText("Edit1","A") ;
fullResult:=runbox.calculateExpression(rawText)
if fullResult{
ControlsetText(fullResult,"Edit1","A")
}
ControlSend("{END}","Edit1","A")
}
}
#HotIf
;==========================================================================================================系统快捷键映射
;执行各种运算取值
class runbox
{
;执行比表达式计算，"==" 触发,callflag是其他函数调用该方法
static calculateExpression(rawstr,callflag:=0)
{
;计算平均值
if not (str:=Trim(LTrim(rawStr,"avg"))) or inStr(rawStr,"avg ")==1 {
result:=this.avgExpression(str)
fulltxt:= rawStr . (str?"":"[剪切板]") . result
return fulltxt
}
;计算总和
if not (str:=Trim(LTrim(rawStr,"sum"))) or inStr(rawStr,"sum ")==1 {
result:=this.avgExpression(str,0)
fulltxt:= rawStr . (str?"":"[剪切板]") . result
return fulltxt
}
}
;计算平均值或者总和 flag:=1 平均值，flag:=0 总和 ,返回结果带有"="或者是"≈"
static avgExpression(str,flag:=1)
{
str:= not str ? A_clipboard :str ;获取剪切板数据
str:=RegExReplace(RegExReplace(trim(str),"^[\s\r\n]+"),"[\s\r\n]+$","") ;截取开头结尾的空格换行回车
str:=RegExReplace(trim(str),"[\s\r\n]+","+",&rcount) ;缩减空格
mathExp:="(" . str . ")" . (flag? ("/" . (rcount+1)):"")
result:=this.mathExpression(mathExp)
index:=inStr(result,"=") || inStr(result,"≈") ;获取结果
return subStr(result,index)
}
;计算数学表达式+,- ,x ,/ % ** 操作，支持括号,支持k（千）,w（万）,y(亿)
static mathExpression(str)
{
;计算数学表达式
str2:=RegExReplace(str,"[abcdefghijlmnopqrstuvxzABCDEFGHIJLMNOPQRSTUVXZ]+","")
if str!=str2
return
if(InStr(str, "+") or InStr(str, "-") or InStr(str, "*") or InStr(str, "/")
or InStr(str, "%") or InStr(str, "**")or InStr(str, "=") or InStr(str,"≈")or InStr(str, "^"))
{
str:=InStr(str, "=")>0 ? ak.getSuffix(str,"="):str ;使连续计算成为可能
str:=InStr(str,"≈")>0 ? ak.getSuffix(str,"≈"):str ;连续计算约等于
str:=RegExReplace(str,"\s+","") ;缩紧字符串
if inStr(str,"y") or inStr(str,"w") or inStr(str,"k")
char_flag:=1
str2:=ak.set_bignumber(str) ;处理字符y,w,k
result:=ak.polish_notation(str2) ;用逆波兰表达式计算值
result:=ak.get_bignumber(result,3,char_flag??0) ;保留三位小数
fulltxt:=str . result ;result中有等号
return fulltxt
}
}
}
;==========================================================================================================系统快捷键映射
;++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ak工具类class
class ak
{
;Fucn 逆波兰表达式计算 + - x ÷ 幂(**/^) 模(%) expression:数学表达式可以带括号
;参考:https://blog.csdn.net/assiduous_me/article/details/101981332
static polish_notation(expression)
{
operator_list:=Map("+",0,"-",0,"*",0,"`/",0,"%",0,"^",0) ;注意list的haskey操作只是检测索引
operatorlevel_map:=Map("(",0,"+","1","-",1,"*",2,"/","2","%",2,"^",3,")",4)
operator_map:=Map("+","add","-","sub" ,"*","multi","/","divi","%","mod2","^","pow")
expression:=strReplace(strReplace(RegExReplace(trim(expression),"\s+",""),"**","^") ,"(-","(0-")
expression:=inStr(expression,"-(")==1?strReplace(this.insertStrAt(expression,this.mirrorSymbolIndex(expression,"(",")"),")"),"-(","(0-("):expression
;①.获取一个中缀表达式集合类似 100+2 -> ["100","+","2"]
middlefix_list:=[],fix:=""
Loop parse,expression{
current_value:=A_LoopField
if(operatorlevel_map.has(current_value))
{
tmp:=""!=fix?middlefix_list.push(fix):""
middlefix_list.push(current_value)
fix:=""
}else fix:=fix . current_value
}
tmp2:=fix!=""?middlefix_list.push(fix):""
if(middlefix_list[1]="-"){ ;处理开头为负数
middlefix_list.insertAt(1,"(")
middlefix_list.insertAt(2,"0")
middlefix_list.insertAt(5,")")
}
;②.转换为后缀表达式(逆波兰表达式)
operator_stack:=[] ,suffix_list:=[],number_stack:=[]
for index ,currentElmt in middlefix_list
{
if(operator_list.has(currentElmt))
{
while(operator_stack.length>0 && operatorlevel_map.get(operator_stack.get(operator_stack.Length))>=operatorlevel_map.get(currentElmt))
suffix_list.push(operator_stack.pop())
operator_stack.push(currentElmt)
}else if(currentElmt=="(")
operator_stack.push("(")
else if(currentElmt==")"){
while(operator_stack.length>0 && operatorlevel_map.get(operator_stack.get(operator_stack.length))>operatorlevel_map.get("("))
suffix_list.push(operator_stack.pop())
if(operator_stack.length>0)
operator_stack.pop()
}else
suffix_list.push(currentElmt)
}
while(operator_stack.length>0)
suffix_list.push(operator_stack.pop())
;③.计算表达式最终的值，规则数字入栈，操作符就出栈两个元素计算值并把结果入栈
for key,opertor_or_number in suffix_list{
if(operator_list.has(opertor_or_number)){
number2:=number_stack.pop(),number1:=number_stack.pop()
tmpObj:={add:number1+number2,sub:number1-number2,multi:number1*number2,pow:number1**number2}
T1:=opertor_or_number=="/"?(tmpObj.divi:=number1/number2):"" ;除法容易引发除0异常
T2:=opertor_or_number=="%"?(tmpObj.mod2:=mod(number1,number2)):"" ;取模容易引发除0异常
number_stack.push(tmpObj.%operator_map.get(opertor_or_number)%)
}else
number_stack.push(opertor_or_number)
}
return number_stack.pop()
}
;Func 处理算式中含有k,w,y的,formula 表达式
static set_bignumber(formula)
{
formula:=RegExReplace(formula,"(\d*\.*\d*)k|K","($1*1000)") ;处理1k
formula:=RegExReplace(formula,"(\d*\.*\d*)w|W","($1*10000)") ;处理 1w
formula:=RegExReplace(formula,"(\d*\.*\d*)y|Y","($1*100000000)") ;处理1亿
return formula
}
;func 作用：处理大的数字，
;参数：bigNumber数字类型的大数字，char_flag:0,1(是否带k,w,y)， scale 数字类型保留几位小数
;返回：返回字符串
;msgBox % Round(100,2)
static get_bignumber(bigNumber,scale:=0,char_flag:=1)
{
;判断有几位小数
index:=InStr(bigNumber,".")
left :=index=0?strLen(bigNumber):InStr(bigNumber,".")-1
unit:="",prefix:="="
if char_flag{
if(left==4) ;单位K
{
result:=Round(bigNumber/1000,scale)
prefix:=(result==bigNumber/1000)?"=":"≈"
unit:="k"
}else if(left>4 && left <9) ;单位w
{
result:=Round(bigNumber/10000,scale)
prefix:=(result==bigNumber/10000)?"=":"≈"
unit:="w"
}else if(left>=9) ;单位亿
{
result:=Round(bigNumber/100000000,scale)
prefix:=(result==bigNumber/100000000)?"=":"≈"
unit:="亿"
}else{ ;小于1k
result:=Round(bigNumber,scale)
prefix:=(result==bigNumber)?"=":"≈"
}
}else{ ;正常表示方式
result:=Round(bigNumber,scale)
prefix:=(result==bigNumber)?"=":"≈"
}
result:=RegExReplace(result,"\.0+$","") ;去掉 2.000这样式的
if(InStr(result,".")>0)
result:=RegExReplace(result,"0+$","")
return prefix . result . unit
}
}
;++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ak工具类class
5、总结
由于很多操作代码可以复用，单个功能代码臃肿，
完整功能参考：windows超级运行框-表达式计算（12）汇总
各位大佬觉得还可以怎么操作? 欢迎评论区留言讨论！
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