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Resultant Velocity Using Vector Representation

Resultant Velocity Using Vector Representation. Letters used to represent vectors should always be underlined or in bold type. Consider the following vector diagrams for the displacement of a hiker.

Lecture 2 Ref Ch 2 Vector Operation And Force Analysis 1 R Michael Pe 8 14 Ppt Download
Lecture 2 Ref Ch 2 Vector Operation And Force Analysis 1 R Michael Pe 8 14 Ppt Download from slideplayer.com

Consider the following vector diagrams for the displacement of a hiker. Velocity is a vector because it has both speed and direction. The resultant velocity vector is v the sum of the two vectors.

The wind is represented by and the velocity vector of the airplane by.

There are many ways to calculate vector sums such as using a vector addition diagram but using trigonometry to calculate vector components is usually more efficient. Drawn to a scale of 1 cm 5 N the vector representing F 1 will be 4 cm long and the vector representing F 2 will be 5 cm long. The angle th between v and is called a drift angle. The wind triangle describes the relationships among the quantities used in air navigation.