MT4软件—江恩理论指标斐波那契扇形划线顶底公式源码

想要找一些外汇MT4的指标，附有源码，交易的时候可以辅助，编写指标的时候可以参考学习，想改善的时候，可以编辑。关注公众号：智能云策略

江恩理论斐波那契扇形划线顶底指标

江恩理论认为股票、期货等金融投资市场，也存在着宇宙中的自然规则，市场的价格运行趋势不是杂乱的，而是可通过数学方法预测的。它的实质就是在看似无序的市场中建立了严格的交易秩序，可以用来发现何时价格会发生回调和将回调到什么价位。

斐波那契扇形线可以为你提供支撑位和阻力位以及时间因数，找到回撤位和突破位，还可以预测到未来行情的移动趋势，同时也能把多个分析系统的技术功能全部实现。但是，斐波那契扇形线能够绘制一系列带角度的趋势线而不是平行的“阶梯线”。

在使用中需要注意的是，斐波那契扇形线不能应用于小周期。因为在小周期图表中，测试出来的准确度较差，最好使用1天，周，月以上的周期图形来进行测量

源码

#property indicator_chart_window

#property indicator_buffers 1

#property indicator_color1 AliceBlue

#property indicator_width1 0

#property indicator_style1 2

//—-

extern double angle_up = 22.5;

extern double angle_dn = 22.5;

extern int Width = 0;

extern int Style = 2;

extern int kol_lev = 8;

extern color ResistanceColor = Tomato;

extern color SupportColor = DodgerBlue;

extern color Level_0 = LightSteelBlue;

extern bool lev_V = true;

extern color Level_V = LightSteelBlue;

extern int Complect = 0;

color öâåò_óðîâíÿ;

extern int ExtDepth=21;

extern int ExtDeviation=5;

extern int ExtBackstep=3;

//—-

double ZigZagBuffer[];

int timeFirstBar=0;

int flag;

bool work=true;

double vel_prev;

//+——————————————————————+

//| ZigZag initialization function |

//+——————————————————————+

int init()

{

//—-

SetIndexBuffer(0,ZigZagBuffer);

SetIndexStyle(0,DRAW_SECTION,2);

SetIndexEmptyValue(0,0.0);

IndicatorShortName(“ZigZag(“+ExtDepth+”,”+ExtDeviation+”,”+ExtBackstep+”)”);

//—-

return(0);

}

//+——————————————————————+

//| deinit |

//+——————————————————————+

int deinit()

{

//—-

ObjDel();

Comment(“”);

//—-

return(0);

}

//+——————————————————————+

//| ZigZag iteration function |

//+——————————————————————+

int start()

{

//—-+ ïðîâåðêà êîëè÷åñòâà áàðîâ íà äîñòàòî÷íîñòü äëÿ êîððåêòíîãî ðàñ÷¸òà èíäèêàòîðà

if (Bars-1<ExtDepth)return(0);

//—-+ Ââåäåíèå öåëûõ ïåðåìåííûõ ïàìÿòè äëÿ ïåðåñ÷¸òà èíäèêàòîðà òîëüêî íà íåïîäñ÷èòàííûõ áàðàõ

static int time2,time3,time4;

//—-+ Ââåäåíèå ïåðåìåííûõ ñ ïëàâàþùåé òî÷êîé äëÿ ïåðåñ÷¸òà èíäèêàòîðà òîëüêî íà íåïîäñ÷èòàííûõ áàðàõ

static double ZigZag2,ZigZag3,ZigZag4;

//—-+ Ââåäåíèå öåëûõ ïåðåìåííûõ äëÿ ïåðåñ÷¸òà èíäèêàòîðà òîëüêî íà íåïîäñ÷èòàííûõ áàðàõ è ïîëó÷åíèå óæå ïîäñ÷èòàííûõ áàðîâ

int MaxBar,limit,supr2_bar,supr3_bar,supr4_bar,counted_bars=IndicatorCounted();

//—- ïðîâåðêà íà âîçìîæíûå îøèáêè

if (counted_bars<0)return(-1);

//—- ïîñëåäíèé ïîäñ÷èòàííûé áàð äîëæåí áûòü ïåðåñ÷èòàí

if (counted_bars>0) counted_bars–;

//—-+ Ââåäåíèå ïåðåìåííûõ

int index, shift, back,lasthighpos,lastlowpos;

double val,res,TempBuffer[1];

double curlow,curhigh,lasthigh,lastlow;

int metka=0; // =0 – äî ïåðâîãî ïåðåëîìà ZZ. =1 – èùåì ìåòêè ìàêñèìóìîâ. =2 – èùåì ìåòêè ìèíèìóìîâ.

//—- îïðåäåëåíèå íîìåðà ñàìîãî ñòàðîãî áàðà, íà÷èíàÿ ñ êîòîðîãî áóäåò ïðîèçåä¸í ïîëûé ïåðåñ÷¸ò âñåõ áàðîâ

MaxBar=Bars-ExtDepth;

//—- îïðåäåëåíèå íîìåðà ñòàðòîâîãî áàðà â öèêëå, íà÷èíàÿ ñ êîòîðîãî áóäåò ïðîèçåäèòüñÿ ïåðåñ÷¸ò íîâûõ áàðîâ

if (counted_bars==0 || Bars-counted_bars>2)

{

limit=MaxBar;

}

else

{

//—-

supr2_bar=iBarShift(NULL,0,time2,TRUE);

supr3_bar=iBarShift(NULL,0,time3,TRUE);

supr4_bar=iBarShift(NULL,0,time4,TRUE);

//—-

limit=supr3_bar;

if ((supr2_bar<0)||(supr3_bar<0)||(supr4_bar<0))

{

limit=MaxBar;

}

//—- èíèöèàëèçàöèÿ íóëÿ

if (limit>=MaxBar || timeFirstBar!=Time[Bars-1])

{

timeFirstBar=Time[Bars-1];

limit=MaxBar;

}

//—-

//—- èçìåíåíèå ðàçìåðà âðåìåííîãî áóôåðà

if (limit==MaxBar) ArrayResize(TempBuffer,Bars); else ArrayResize(TempBuffer,limit+ExtBackstep+1);

//—-+————————————————-+

//—-+ íà÷àëî ïåðâîãî áîëüøîãî öèêëà

for(shift=limit; shift>=0; shift–)

{

//— Low

val=Low[Lowest(NULL,0,MODE_LOW,ExtDepth,shift)];

if(val==lastlow) val=0.0;

else

{

lastlow=val;

if((Low[shift]-val)>(ExtDeviation*Point)) val=0.0;

else

{

for(back=1; back<=ExtBackstep; back++)

{

res=ZigZagBuffer[shift+back];

if((res!=0)&&(res>val)) ZigZagBuffer[shift+back]=0.0;

}

if (Low[shift]==val)

{

ZigZagBuffer[shift]=val;

//if (ExtLabel==1) la[shift]=val;

}

else ZigZagBuffer[shift]=0.0;

//— High

val=High[Highest(NULL,0,MODE_HIGH,ExtDepth,shift)];

if(val==lasthigh) val=0.0;

else

{

lasthigh=val;

if((val-High[shift])>(ExtDeviation*Point)) val=0.0;

else

{

for(back=1; back<=ExtBackstep; back++)

{

res=TempBuffer[shift+back];

if((res!=0)&&(res<val)) TempBuffer[shift+back]=0.0;

}

if (High[shift]==val)

{

TempBuffer[shift]=val;

//if (ExtLabel==1) ha[shift]=val;

}

else TempBuffer[shift]=0.0;

}

//—-+ êîíåö ïåðâîãî áîëüøîãî öèêëà

// final cutting

lasthigh=-1; lasthighpos=-1;

lastlow= -1; lastlowpos= -1;

//—-+————————————————-+

//—-+ íà÷àëî âòîðîãî áîëüøîãî öèêëà

for(shift=limit; shift>=0; shift–)

{

curlow=ZigZagBuffer[shift];

curhigh=TempBuffer[shift];

if((curlow==0)&&(curhigh==0)) continue;

//—

if(curhigh!=0)

{

if(lasthigh>0)

{

if(lasthigh<curhigh) TempBuffer[lasthighpos]=0;

else TempBuffer[shift]=0;

}

//—

if(lasthigh<curhigh || lasthigh<0)

{

lasthigh=curhigh;

lasthighpos=shift;

}

lastlow=-1;

}

//—-

if(curlow!=0)

{

if(lastlow>0)

{

if(lastlow>curlow) ZigZagBuffer[lastlowpos]=0;

else ZigZagBuffer[shift]=0;

}

//—

if((curlow<lastlow)||(lastlow<0))

{

lastlow=curlow;

lastlowpos=shift;

}

lasthigh=-1;

}

//—-+ êîíåö âòîðîãî áîëüøîãî öèêëà

//—-+————————————————-+

//—-+ íà÷àëî òðåòüåãî öèêëà

for(shift=limit; shift>=0; shift–)

{

res=TempBuffer[shift];

if(res!=0.0) ZigZagBuffer[shift]=res;

}

//—-+ êîíåö òðåòüåãî öèêëà

// Ïðîâåðêà ïåðâîãî ëó÷à

int i=0,j=0;

res=0;

for (shift=0;i<3;shift++)

{

if (ZigZagBuffer[shift]>0)

{

i++;

if (i==1 && ZigZagBuffer[shift]==High[shift])

{

j=shift;

res=ZigZagBuffer[shift];

}

if (i==2 && res>0 && ZigZagBuffer[shift]==High[shift])

{

if (ZigZagBuffer[shift]>=ZigZagBuffer[j]) ZigZagBuffer[j]=0; else ZigZagBuffer[shift]=0;

res=0;

i=0;

j=0;

shift=0;

}

//+— Âîññòàíîâëåíèå çíà÷åíèé èíäèêàòîðíîãî áóôôåðà, êîòîðûå ìîãëè áûòü óòåðÿíû

if (limit<MaxBar)

{

ZigZagBuffer[supr2_bar]=ZigZag2;

ZigZagBuffer[supr3_bar]=ZigZag3;

ZigZagBuffer[supr4_bar]=ZigZag4;

for(int qqq=supr4_bar-1; qqq>supr3_bar; qqq–)ZigZagBuffer[qqq]=0;

for(int ggg=supr3_bar-1; ggg>supr2_bar; ggg–)ZigZagBuffer[ggg]=0;

}

//+—+============================================+

//+— èñïðàâëåíèå âîçíèêàþùèõ ãîðáîâ

double vel1, vel2, vel3, vel4;

int bar1, bar2, bar3, bar4;

int count;

if (limit==MaxBar)supr4_bar=MaxBar;

for(int bar=supr4_bar; bar>=0; bar–)

{

if (ZigZagBuffer[bar]!=0)

{

count++;

vel4=vel3;bar4=bar3;

vel3=vel2;bar3=bar2;

vel2=vel1;bar2=bar1;

vel1=ZigZagBuffer[bar];bar1=bar;

ObjDel();

if (count<3)continue;

if ((vel3<vel2)&&(vel2<vel1)){ZigZagBuffer[bar2]=0;bar=bar3+1;}

if ((vel3>vel2)&&(vel2>vel1)){ZigZagBuffer[bar2]=0;bar=bar3+1;}

if ((vel2==vel1)&&(vel1!=0 )){ZigZagBuffer[bar1]=0;bar=bar3+1;}

}

//+— çàïîìèíàíèå âðåìåíè òð¸õ ïîñëåäíèõ ïåðåãèáîâ Çèãçàãà è çíà÷åíèé èíäèêàòîðà â ýòèõ òî÷êàõ

time2=Time[bar2];

time3=Time[bar3];

time4=Time[bar4];

ZigZag2=vel2;

ZigZag3=vel3;

ZigZag4=vel4;

if(bar1>=2)

{

if(Low[bar1]==vel1)

{

flag=1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar1+”_”+Complect+”_”+i,vel1,bar1,bar1,0,angle_up*i, flag);

}

else

{

flag=-1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar1+”_”+Complect+”_”+i,vel1,bar1,bar1,0,angle_dn*i, flag);

}

PlotLineM(“_lev “+bar1+”_”+Complect+”_”,vel1,bar1,bar1,0,flag);

}

//+—

if(Low[bar2]==vel2)

{

flag=1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar2+”_”+Complect+”_”+i,vel2,bar2,bar1,1,angle_up*i, flag);

}

else

{

flag=-1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar2+”_”+Complect+”_”+i,vel2,bar2,bar1,1,angle_dn*i, flag);

}

PlotLineM(“_lev “+bar2+”_”+Complect+”_”,vel2,bar2,bar1,1,flag);

//+—

if(Low[bar3]==vel3)

{

flag=1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar3+”_”+Complect+”_”+i,vel3,bar3,bar2,1,angle_up*i, flag);

}

else

{

flag=-1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar3+”_”+Complect+”_”+i,vel3,bar3,bar2,1,angle_dn*i, flag);

}

PlotLineM(“_lev “+bar3+”_”+Complect+”_”,vel3,bar3,bar2,1,flag);

//+—

if(Low[bar4]==vel4)

{

flag=1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar4+”_”+Complect+”_”+i,vel4,bar4,bar3,1,angle_up*i, flag);

}

else

{

flag=-1;

for(i = 1; i <= kol_lev; i++ )

{

PlotLine(“_lev “+bar4+”_”+Complect+”_”+i,vel4,bar4,bar3,1,angle_dn*i, flag);

}

PlotLineM(“_lev “+bar4+”_”+Complect+”_”,vel4,bar4,bar3,1,flag);

return(0);

}

//—+ +———————————————————————+

void PlotLineM(string name,double Price1,int Date1,int Date2,int lev0,int âåðõ_âíèç)

{

int D2;

double P1;

if(lev0==1)

D2=Time[Date2];

else

D2=Time[0]+50*Period()*60;

ObjectDelete(name+” 0″);

ObjectCreate(name+” 0″,OBJ_TREND,0,Time[Date1],Price1,D2,Price1);

ObjectSet(name+” 0″,OBJPROP_COLOR,Level_0);

ObjectSet(name+” 0″,OBJPROP_STYLE,0);

ObjectSet(name+” 0″,OBJPROP_WIDTH,1);

ObjectSet(name+” 0″,OBJPROP_RAY,false);

//—+

if(âåðõ_âíèç==1)

P1=Price1-2*Point;

else if(âåðõ_âíèç==-1)

P1=Price1+4*Point;

ObjectDelete(name+” 0txt”);

ObjectCreate(name+” 0txt”, OBJ_TEXT, 0, Time[Date1], P1);

ObjectSetText(name+” 0txt”, DoubleToStr(Price1,Digits), 8, “Tahoma”,Level_0);

//—+

if(lev_V)

{

ObjectDelete(name+” V”);

ObjectCreate(name+” V”,OBJ_VLINE,0,Time[Date1],0);

ObjectSet(name+” V”,OBJPROP_COLOR,Level_V);

ObjectSet(name+” V”,OBJPROP_STYLE,2);

ObjectSet(name+” V”,OBJPROP_WIDTH,0);

ObjectSet(name+” V”,OBJPROP_BACK,true);

}

//—+

}

//—+ +———————————————————————+

void PlotLine(string name,double Price1,int Date1,int Date2,int lev0,double gr,int âåðõ_âíèç)

{

double level,points;

int D2,nBar;

if(Digits==5 || Digits==3)

points=Point*10;

else

points=Point;

if(âåðõ_âíèç==1)

{

level=MathSqrt(Price1/points)+gr/180;

level=MathPow(level,2)*points;

öâåò_óðîâíÿ=SupportColor;

}

else

if(âåðõ_âíèç==-1)

{

level=MathSqrt(Price1/points)-gr/180;

level=MathPow(level,2)*points;

öâåò_óðîâíÿ=ResistanceColor;

}

if(lev0==1)

D2=Time[Date2];

else

D2=Time[0]+50*Period()*60;

ObjectDelete(name);

ObjectCreate(name,OBJ_TREND,0,Time[Date1],level,D2,level);

ObjectSet(name,OBJPROP_COLOR,öâåò_óðîâíÿ);

ObjectSet(name,OBJPROP_STYLE,Style);

ObjectSet(name,OBJPROP_WIDTH,Width);

ObjectSet(name,OBJPROP_RAY,false);

//—

ObjectDelete(name+” txt”);

if(lev0==1)

{

nBar=Date1-8;

ObjectCreate(name+” txt”, OBJ_TEXT, 0, Time[nBar], level);

}

else

{

ObjectCreate(name+” txt”, OBJ_TEXT, 0, Time[0]+8*Period()*60, level);

}

ObjectSetText(name+” txt”, DoubleToStr(gr,1)+”° “+DoubleToStr(level,Digits), 8, “Tahoma”,öâåò_óðîâíÿ);

//—

}

//———————————————————

void ObjDel()

{

for ( int i = ObjectsTotal() – 1; i >= 0; i — )

{

if ( StringFind( ObjectName(i), “_”, 0 ) == 0 )

{

ObjectDelete( ObjectName(i) );

}

艾云指标|AI机器人—为解决学习交易的难题而来

外汇MT4指标智能EA公式|商品期货恒指黄金原油股指行情分析软件|文华财经wh678程序化交易系统

江恩理论斐波那契扇形划线顶底指标

源码

发表评论取消回复

江恩理论斐波那契扇形划线顶底指标

源码

发表评论 取消回复

发表评论取消回复