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| StHelix (double c, double dip, double phase, const StThreeVector< double > &o, int h=-1) |
| curvature, dip angle, phase, origin, h
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double | dipAngle () const |
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double | curvature () const |
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double | phase () const |
| 1/R in xy-plane
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double | xcenter () const |
| aziumth in xy-plane measured from ring center
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double | ycenter () const |
| x-center of circle in xy-plane
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int | h () const |
| y-center of circle in xy-plane
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const StThreeVector< double > & | origin () const |
| -sign(q*B);
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void | setParameters (double c, double dip, double phase, const StThreeVector< double > &o, int h) |
| starting point
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double | x (double s) const |
| coordinates of helix at point s
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double | y (double s) const |
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double | z (double s) const |
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StThreeVector< double > | at (double s) const |
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double | cx (double s) const |
| pointing vector of helix at point s
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double | cy (double s) const |
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double | cz (double s=0) const |
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StThreeVector< double > | cat (double s) const |
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double | period () const |
| returns period length of helix
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pair< double, double > | pathLength (double r) const |
| path length at given r (cylindrical r)
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pair< double, double > | pathLength (double r, double x, double y) |
| path length at given r (cylindrical r, cylinder axis at x,y)
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double | pathLength (const StThreeVector< double > &p, bool scanPeriods=true) const |
| path length at distance of closest approach to a given point
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double | pathLength (const StThreeVector< double > &r, const StThreeVector< double > &n) const |
| path length at intersection with plane
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double | pathLength (double x, double y) const |
| path length at distance of closest approach in the xy-plane to a given point
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pair< double, double > | pathLengths (const StHelix &, double minStepSize=10 *micrometer, double minRange=10 *centimeter) const |
| path lengths at dca between two helices
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double | distance (const StThreeVector< double > &p, bool scanPeriods=true) const |
| minimal distance between point and helix
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bool | valid (double world=1.e+5) const |
| checks for valid parametrization
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int | bad (double world=1.e+5) const |
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virtual void | moveOrigin (double s) |
| move the origin along the helix to s which becomes then s=0
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- Author
- Thomas Ullrich, Sep 26 1997
Parametrization of a helix. Can also cope with straight tracks, i.e. with zero curvature. This represents only the mathematical model of a helix. See the SCL user guide for more.
Definition at line 65 of file StHelix.hh.