CSA Group Flight dynamics - Concepts, quantities and symbols - Part 3: Derivatives of forces, moments and their coefficients ISO 1151-3:1989

Description
Deals with derivatives of forces, moments and of other quantities characterizing such forces and moments. The term "derivative" designates the partial derivative of a function with respect to an independent variable. These derivatives appear in the terms of the Taylor series representing the variations of functions with the independent variables. Is restricted to first-order terms. Terms of higher order would require additional definitions of higher order. The aircraft is assumed to be rigid. However, most of the definitions can be applied to the case of a flexible aircraft.
Description
Deals with derivatives of forces, moments and of other quantities characterizing such forces and moments. The term "derivative" designates the partial derivative of a function with respect to an independent variable. These derivatives appear in the terms of the Taylor series representing the variations of functions with the independent variables. Is restricted to first-order terms. Terms of higher order would require additional definitions of higher order. The aircraft is assumed to be rigid. However, most of the definitions can be applied to the case of a flexible aircraft.

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Flight dynamics - Concepts, quantities and symbols - Part 3: Derivatives of forces, moments and their coefficients - ISO 1151-3:1989 - CSA Group
Toronto, Ontario, Canada
Flight dynamics - Concepts, quantities and symbols - Part 3: Derivatives of forces, moments and their coefficients
ISO 1151-3:1989
Flight dynamics - Concepts, quantities and symbols - Part 3: Derivatives of forces, moments and their coefficients ISO 1151-3:1989
Deals with derivatives of forces, moments and of other quantities characterizing such forces and moments. The term "derivative" designates the partial derivative of a function with respect to an independent variable. These derivatives appear in the terms of the Taylor series representing the variations of functions with the independent variables. Is restricted to first-order terms. Terms of higher order would require additional definitions of higher order. The aircraft is assumed to be rigid. However, most of the definitions can be applied to the case of a flexible aircraft.

Deals with derivatives of forces, moments and of other quantities characterizing such forces and moments. The term "derivative" designates the partial derivative of a function with respect to an independent variable. These derivatives appear in the terms of the Taylor series representing the variations of functions with the independent variables. Is restricted to first-order terms. Terms of higher order would require additional definitions of higher order. The aircraft is assumed to be rigid. However, most of the definitions can be applied to the case of a flexible aircraft.

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Technical Specifications

  CSA Group
Product Category Standards and Technical Documents
Product Number ISO 1151-3:1989
Product Name Flight dynamics - Concepts, quantities and symbols - Part 3: Derivatives of forces, moments and their coefficients
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