# data file for the Fltk User Interface Designer (fluid) version 1.0105 header_name {.h} code_name {.cc} decl {//Copyright (c) 2003-2005 Nasca Octavian Paul} {} decl {//License: GNU GPL version 2 or later} {} decl {\#include } {public } decl {\#include } {public } decl {\#include } {public } decl {\#include } {public } class WidgetPDial {: {public Fl_Dial} } { Function {WidgetPDial(int x,int y, int w, int h, const char *label=0):Fl_Dial(x,y,w,h,label)} {} { code {oldvalue=0.0;} {} } Function {handle(int event)} {return_type int } { code {double dragsize,v,min=minimum(),max=maximum(); int my; switch (event){ case FL_PUSH:oldvalue=value(); case FL_DRAG: my=-(Fl::event_y()-y()-h()/2); dragsize=200.0; if (Fl::event_state(FL_BUTTON1)==0) dragsize*=10; v=oldvalue+my/dragsize*(max-min); if (vmax) v=max; //printf("%d %g %g\\n",my,v,oldvalue); value(v); value_damage(); if (this->when()!=0) do_callback(); return(1); break; case FL_RELEASE: if (this->when()==0) do_callback(); return(1); break; }; return(0);} {selected } } Function {drawgradient(int cx,int cy,int sx,double m1,double m2)} {return_type void } { code {for (int i=(int)(m1*sx);i<(int)(m2*sx);i++){ double tmp=1.0-pow(i*1.0/sx,2.0); pdialcolor(140+(int) (tmp*90),140+(int)(tmp*90),140+(int) (tmp*100)); fl_arc(cx+sx/2-i/2,cy+sx/2-i/2,i,i,0,360); };} {} } Function {draw()} {} { code {int cx=x(),cy=y(),sx=w(),sy=h(); //clears the button face pdialcolor(190,190,200); fl_pie(cx-1,cy-1,sx+2,sy+2,0,360); //Draws the button face (gradinet) drawgradient(cx,cy,sx,0.5,1.0); double val=(value()-minimum())/(maximum()-minimum()); //draws the scale pdialcolor(220,220,250); double a1=angle1(),a2=angle2(); for (int i=0;i<12;i++){ double a=-i/12.0*360.0-val*(a2-a1)-a1; fl_pie(cx,cy,sx,sy,a+270-3,a+3+270); }; drawgradient(cx,cy,sx,0.0,0.75); //draws the value double a=-(a2-a1)*val-a1; //draws the max and min points pdialcolor(0,100,200); int xp=(int)(cx+sx/2.0+sx/2.0*sin(angle1()/180.0*3.141592)); int yp=(int)(cy+sy/2.0+sy/2.0*cos(angle1()/180.0*3.141592)); fl_pie(xp-2,yp-2,4,4,0,360); xp=(int)(cx+sx/2.0+sx/2.0*sin(angle2()/180.0*3.141592)); yp=(int)(cy+sy/2.0+sy/2.0*cos(angle2()/180.0*3.141592)); fl_pie(xp-2,yp-2,4,4,0,360); fl_push_matrix(); fl_translate(cx+sx/2,cy+sy/2); fl_rotate(a-90.0); fl_translate(sx/2,0); fl_begin_polygon(); pdialcolor(0,0,0); fl_vertex(-10,-4); fl_vertex(-10,4); fl_vertex(0,0); fl_end_polygon(); fl_pop_matrix();} {} } Function {pdialcolor(int r,int g,int b)} {} { code {if (active_r()) fl_color(r,g,b); else fl_color(160-(160-r)/3,160-(160-b)/3,160-(160-b)/3);} {} } decl {double oldvalue;} {} }