Files
EgtInterface/LUA_GdbModifyCurve.cpp
T
Dario Sassi 4e1dddee86 EgtInterface 1.6b1 :
- gestione estrusione con facce di chiusura
- gestione rivoluzione con facce di chiusura
- razionalizzazione passaggio a locale.
2015-02-02 08:18:35 +00:00

346 lines
10 KiB
C++

//----------------------------------------------------------------------------
// EgalTech 2014-2014
//----------------------------------------------------------------------------
// File : LUA_GdbModifyCurve.cpp Data : 28.12.14 Versione : 1.5l2
// Contenuto : Funzioni di modifica delle curve per LUA.
//
//
//
// Modifiche : 03.10.14 DS Creazione modulo.
//
//
//----------------------------------------------------------------------------
//--------------------------- Include ----------------------------------------
#include "stdafx.h"
#include "LUA.h"
#include "API.h"
#include "/EgtDev/Include/EInAPI.h"
#include "/EgtDev/Include/EInConst.h"
#include "/EgtDev/Include/EGkCurve.h"
#include "/EgtDev/Include/EgnStringUtils.h"
#include "/EgtDev/Extern/Lua/Include/lua.hpp"
using namespace std ;
//----------------------------------------------------------------------------
static int
LuaInvertCurve( lua_State* L)
{
// 1 parametro : Id/s
INTVECTOR vId ;
LuaCheckParam( L, 1, vId)
LuaClearStack( L) ;
// eseguo inversione curve
bool bOk = true ;
for ( size_t i = 0 ; i < vId.size() && bOk ; ++ i) {
if ( EgtInvertCurve( vId[i]) == FALSE)
bOk = false ;
}
// restituisco il risultato
LuaSetReturn( L, bOk) ;
return 1 ;
}
//-------------------------------------------------------------------------------
static int
LuaOffsetCurve( lua_State* L)
{
// 2 o 3 parametri : Id, dDist [, nType]
int nId ;
LuaCheckParam( L, 1, nId)
double dDist ;
LuaCheckParam( L, 2, dDist)
int nType = ICurve::OFF_FILLET ;
if ( lua_gettop( L) >= 3) {
string sType ;
LuaCheckParam( L, 3, sType)
if ( sType == "CHAMFER")
nType = ICurve::OFF_CHAMFER ;
else if ( sType == "EXTEND")
nType = ICurve::OFF_EXTEND ;
}
LuaClearStack( L) ;
// offset della curva
bool bOk = ( EgtOffsetCurve( nId, dDist, nType) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaModifyCurveStartPoint( lua_State* L)
{
// 2 o 3 parametri : Id, NewStart [, sRefType]
int nId ;
LuaCheckParam( L, 1, nId)
Point3d ptStart ;
LuaCheckParam( L, 2, ptStart)
int nRefType = RTY_DEFAULT ;
LuaGetRefType( L, 3, nRefType) ;
LuaClearStack( L) ;
// modifico il punto iniziale
bool bOk = ( EgtModifyCurveStartPoint( nId, ptStart.v, nRefType) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaModifyCurveEndPoint( lua_State* L)
{
// 2 o 3 parametri : Id, NewEnd [, sRefType]
int nId ;
LuaCheckParam( L, 1, nId)
Point3d ptEnd ;
LuaCheckParam( L, 2, ptEnd)
int nRefType = RTY_DEFAULT ;
LuaGetRefType( L, 3, nRefType) ;
LuaClearStack( L) ;
// modifico il punto finale
bool bOk = ( EgtModifyCurveEndPoint( nId, ptEnd.v, nRefType) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaModifyCurveExtrusion( lua_State* L)
{
// 2 o 3 parametri : Id/s, vtExtr [, sRefType]
INTVECTOR vId ;
LuaCheckParam( L, 1, vId)
Vector3d vtExtr ;
LuaCheckParam( L, 2, vtExtr)
int nRefType = RTY_DEFAULT ;
LuaGetRefType( L, 3, nRefType) ;
LuaClearStack( L) ;
// modifico il vettore estrusione
bool bOk = EgtModifyCurveExtrusion( vId, vtExtr, nRefType) ;
// restituisco il risultato
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaModifyCurveThickness( lua_State* L)
{
// 2 parametri : Id/s, Thick
INTVECTOR vId ;
LuaCheckParam( L, 1, vId)
double dThick ;
LuaCheckParam( L, 2, dThick)
LuaClearStack( L) ;
// modifico il vettore estrusione
bool bOk = true ;
for ( size_t i = 0 ; i < vId.size() && bOk ; ++ i) {
if ( EgtModifyCurveThickness( vId[i], dThick) == 0)
bOk = false ;
}
// restituisco il risultato
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaTrimCurveStartAtLen( lua_State* L)
{
// 2 parametri : Id, dLen
int nId ;
LuaCheckParam( L, 1, nId)
double dLen ;
LuaCheckParam( L, 2, dLen)
LuaClearStack( L) ;
// taglio la curva all'inizio
bool bOk = ( EgtTrimCurveStartAtLen( nId, dLen) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaTrimCurveEndAtLen( lua_State* L)
{
// 2 parametri : Id, dLen
int nId ;
LuaCheckParam( L, 1, nId)
double dLen ;
LuaCheckParam( L, 2, dLen)
LuaClearStack( L) ;
// taglio la curva alla fine
bool bOk = ( EgtTrimCurveEndAtLen( nId, dLen) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaTrimCurveStartAtParam( lua_State* L)
{
// 2 parametri : Id, dPar
int nId ;
LuaCheckParam( L, 1, nId)
double dPar ;
LuaCheckParam( L, 2, dPar)
LuaClearStack( L) ;
// taglio la curva all' inizio
bool bOk = ( EgtTrimCurveStartAtParam( nId, dPar) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaTrimCurveEndAtParam( lua_State* L)
{
// 2 parametri : Id, dPar
int nId ;
LuaCheckParam( L, 1, nId)
double dPar ;
LuaCheckParam( L, 2, dPar)
LuaClearStack( L) ;
// taglio la curva alla fine
bool bOk = ( EgtTrimCurveEndAtParam( nId, dPar) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaTrimCurveStartEndAtParam( lua_State* L)
{
// 3 parametri : Id, dParS, dParE
int nId ;
LuaCheckParam( L, 1, nId)
double dParS ;
LuaCheckParam( L, 2, dParS)
double dParE ;
LuaCheckParam( L, 3, dParE)
LuaClearStack( L) ;
// taglio la curva alla fine
bool bOk = ( EgtTrimCurveStartEndAtParam( nId, dParS, dParE) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaTrimExtendCurveByLen( lua_State* L)
{
// 3 o 4 parametri : Id, dLen, ptNear [, sRefType]
int nId ;
LuaCheckParam( L, 1, nId)
double dLen ;
LuaCheckParam( L, 2, dLen)
Point3d ptNear ;
LuaCheckParam( L, 3, ptNear)
int nRefType = RTY_DEFAULT ;
LuaGetRefType( L, 4, nRefType) ;
LuaClearStack( L) ;
// taglio o allungo la curva nell'estremo più vicino al punto
bool bOk = ( EgtTrimExtendCurveByLen( nId, dLen, ptNear.v, nRefType) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//----------------------------------------------------------------------------
static int
LuaSplitCurveAtPoint( lua_State* L)
{
// 2 o 3 parametri : Id, ptOn [, sRefType]
int nId ;
LuaCheckParam( L, 1, nId)
Point3d ptOn ;
LuaCheckParam( L, 2, ptOn)
int nRefType = RTY_DEFAULT ;
LuaGetRefType( L, 3, nRefType) ;
LuaClearStack( L) ;
// divido la curva nel punto
bool bOk = ( EgtSplitCurveAtPoint( nId, ptOn.v, nRefType) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//-------------------------------------------------------------------------------
static int
LuaModifyCurveArcRadius( lua_State* L)
{
// 2 parametri : Id, dNewRad
int nId ;
LuaCheckParam( L, 1, nId)
double dNewRad ;
LuaCheckParam( L, 2, dNewRad)
LuaClearStack( L) ;
// modifica del raggio
bool bOk = ( EgtModifyCurveArcRadius( nId, dNewRad) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//-------------------------------------------------------------------------------
static int
LuaExplodeCurveCompo( lua_State* L)
{
// 1 parametro : Id
int nId ;
LuaCheckParam( L, 1, nId)
LuaClearStack( L) ;
// esplosione della curva composita
bool bOk = ( EgtExplodeCurveCompo( nId) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//-------------------------------------------------------------------------------
static int
LuaExplodeCurveBezier( lua_State* L)
{
// 2 o 3 parametri : Id, bArcsVsLines [, dLinTol]
int nId ;
LuaCheckParam( L, 1, nId)
bool bArcsVsLines ;
string sTemp ;
LuaCheckParam( L, 2, sTemp)
ToUpper( sTemp) ;
if ( sTemp == "LINES")
bArcsVsLines = false ;
double dLinTol = 0.01 ;
if ( lua_gettop( L) >= 3)
LuaCheckParam( L, 3, dLinTol)
LuaClearStack( L) ;
// esplosione della curva composita
bool bOk = ( EgtExplodeCurveBezier( nId, bArcsVsLines, dLinTol) != FALSE) ;
LuaSetReturn( L, bOk) ;
return 1 ;
}
//-------------------------------------------------------------------------------
bool
LuaInstallGdbModifyCurve( lua_State* L)
{
try {
lua_register( L, "EgtInvertCurve", LuaInvertCurve) ;
lua_register( L, "EgtOffsetCurve", LuaOffsetCurve) ;
lua_register( L, "EgtModifyCurveStartPoint", LuaModifyCurveStartPoint) ;
lua_register( L, "EgtModifyCurveEndPoint", LuaModifyCurveEndPoint) ;
lua_register( L, "EgtModifyCurveExtrusion", LuaModifyCurveExtrusion) ;
lua_register( L, "EgtModifyCurveThickness", LuaModifyCurveThickness) ;
lua_register( L, "EgtTrimCurveStartAtLen", LuaTrimCurveStartAtLen) ;
lua_register( L, "EgtTrimCurveEndAtLen", LuaTrimCurveEndAtLen) ;
lua_register( L, "EgtTrimCurveStartAtParam", LuaTrimCurveStartAtParam) ;
lua_register( L, "EgtTrimCurveEndAtParam", LuaTrimCurveEndAtParam) ;
lua_register( L, "EgtTrimCurveStartEndAtParam", LuaTrimCurveStartEndAtParam) ;
lua_register( L, "EgtTrimExtendCurveByLen", LuaTrimExtendCurveByLen) ;
lua_register( L, "EgtSplitCurveAtPoint", LuaSplitCurveAtPoint) ;
lua_register( L, "EgtModifyCurveArcRadius", LuaModifyCurveArcRadius) ;
lua_register( L, "EgtExplodeCurveCompo", LuaExplodeCurveCompo) ;
lua_register( L, "EgtExplodeCurveBezier", LuaExplodeCurveBezier) ;
}
catch ( ...) {
return false ;
}
return true ;
}