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Rational Polynomial Coefficients (RPCs) provide a compact representation of a ground-to-image geometry, allowing photogrammetric processing without requiring a physical camera model, such as the pinhole camera model. "The RPC model forms the co-ordinates of the image point as ratios of the cubic polynomials in the co-ordinates of the world or object space or ground point. A set of images is given to determine the set of polynomial coefficients in the RPC model to minimise the error".

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  • Rational Polynomial Coefficients (kurz RPC, auf Deutsch gebrochen rationale Polynome) stellen eine kompakte Repräsentation von Bild-zu-Objekt-Geometrie bereit. Sie ermöglichen eine photogrammetrische Prozessierung ohne Zuhilfenahme eines physikalischen Kameramodells. Sie enthalten unter Nutzung von Polynomen 3. Grades im Zähler und Nenner insgesamt 80 Koeffizienten. Von den Satellitenbetreibern werden die rationalen Polynomkoeffizienten (RPC) aus der direkten Sensororientierung abgeleitet (Sensor bezogene RPC). (de)
  • Rational Polynomial Coefficients (RPCs) provide a compact representation of a ground-to-image geometry, allowing photogrammetric processing without requiring a physical camera model, such as the pinhole camera model. "The RPC model forms the co-ordinates of the image point as ratios of the cubic polynomials in the co-ordinates of the world or object space or ground point. A set of images is given to determine the set of polynomial coefficients in the RPC model to minimise the error". (en)
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  • Rational Polynomial Coefficients (kurz RPC, auf Deutsch gebrochen rationale Polynome) stellen eine kompakte Repräsentation von Bild-zu-Objekt-Geometrie bereit. Sie ermöglichen eine photogrammetrische Prozessierung ohne Zuhilfenahme eines physikalischen Kameramodells. Sie enthalten unter Nutzung von Polynomen 3. Grades im Zähler und Nenner insgesamt 80 Koeffizienten. Von den Satellitenbetreibern werden die rationalen Polynomkoeffizienten (RPC) aus der direkten Sensororientierung abgeleitet (Sensor bezogene RPC). (de)
  • Rational Polynomial Coefficients (RPCs) provide a compact representation of a ground-to-image geometry, allowing photogrammetric processing without requiring a physical camera model, such as the pinhole camera model. "The RPC model forms the co-ordinates of the image point as ratios of the cubic polynomials in the co-ordinates of the world or object space or ground point. A set of images is given to determine the set of polynomial coefficients in the RPC model to minimise the error". (en)
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  • Rational Polynomial Coefficient (de)
  • Rational polynomial coefficient (en)
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