Maria GDK 4.6.0.140
Documentation of managed code in release branch
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Classes | Public Member Functions | Static Public Member Functions | Static Public Attributes | Properties | List of all members
TPG.GeoUnits.Geodesic Class Reference

An implementation of Charles Karneys (March 2012) solution to the direct and inverse geodesic problems. More...

Classes

struct  ValsA
 

Public Member Functions

 Geodesic (double a, double f)
 

Static Public Member Functions

static double SinCosSeries (bool sinp, double sinx, double cosx, double[] c, int n)
 
static double AngRound (double x)
 
static double Astroid (double x, double y)
 
static double A1m1f (double eps)
 
static void C1f (double eps, ref double[] c)
 
static void C1pf (double eps, ref double[] c)
 
static double A2m1f (double eps)
 
static void C2f (double eps, ref double[] c)
 

Static Public Attributes

const int GEOGRAPHICLIB_GEODESIC_ORDER =6
 
const int nA1_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nC1_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nC1p_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nA2_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nC2_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nA3_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nA3x_ =nA3_
 
const int nC3_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nC3x_ =(nC3_*(nC3_-1))/2
 
const int nC4_ =GEOGRAPHICLIB_GEODESIC_ORDER
 
const int nC4x_ =(nC4_*(nC4_+1))/2
 
const int maxit1_ =20
 
const int maxit2_ =maxit1_+Mathm.digits+10
 
static double tiny_ =Math.Sqrt(double.Epsilon)
 
static double tol0_ =Mathm.epsilon
 
static double tol1_ =200*tol0_
 
static double tol2_ =Math.Sqrt(tol0_)
 
static double tolb_ =tol0_*tol1_
 
static double xthresh_ =1000*tol2_
 
const uint CAP_NONE =0
 
const uint CAP_C1 =1<<0
 
const uint CAP_C1p =1<<1
 
const uint CAP_C2 =1<<2
 
const uint CAP_C3 =1<<3
 
const uint CAP_C4 =1<<4
 
const uint CAP_ALL =0x1F
 
const uint CAP_MASK =CAP_ALL
 
const uint OUT_ALL =0x7F80
 
const uint OUT_MASK =0xFF80
 
const uint NONE =0
 
const uint LATITUDE =1<<7|CAP_NONE
 
const uint LONGITUDE =1<<8|CAP_C3
 
const uint AZIMUTH =1<<9|CAP_NONE
 
const uint DISTANCE =1<<10|CAP_C1
 
const uint DISTANCE_IN =1<<11|CAP_C1|CAP_C1p
 
const uint REDUCEDLENGTH =1<<12|CAP_C1|CAP_C2
 
const uint GEODESICSCALE =1<<13|CAP_C1|CAP_C2
 
const uint AREA =1<<14|CAP_C4
 
const uint LONG_NOWRAP =1<<15
 
const uint ALL =OUT_ALL|CAP_ALL
 

Properties

double A [get]
 
double F [get]
 
double F1 [get]
 
double E2 [get]
 
double Ep2 [get]
 
double B [get]
 
double C2 [get]
 

Detailed Description

An implementation of Charles Karneys (March 2012) solution to the direct and inverse geodesic problems.

The documentation for this class was generated from the following file: