# Steam Turbine | Steam Turbine Velocity Diagram

## ☛ STEAM TURBINE VELOCITY DIAGRAM

The picture shows **steam turbine velocity diagram**.The upper portion represents the inlet condition of steam and lower portion represents the outlet portion of steam.

Let the steam jet is coming from nozzle P. After that it entering a curved blade and leaving the nozzle at C .The jet glides over the inside surface and leaves the blade at D. Let us draw the **steam turbine velocity diagram**.Assume, it creates at an angle a to the tangent of the wheel with a velocity V_{1} which is the absolute velocity of steam. This absolute velocity V_{1} has two components. One tangential component V_{w1} and another axial component V_{f1}.Here V_{w1} denotes the velocity of whirl at entry of moving blades and since it is the same direction of the motion of moving blades so it is the actual component which does work on blades.V_{f1} is the velocity of flow at entrance, so it is perpendicular to the direction of blade's motion and it does not any work, but this is the component which is fully responsible for flow of steam through the turbine.

Now moving blades start to move at a tangential velocity V in the horizontal direction and the jet of steam is V_{1} velocity create an angle a to the some horizontal direction. So both moving blades and jet of steam are moving in the same direction and steam enter the moving blades with a relative velocity V_{r} which can be found by subtracting the V and V_{1} component and assume it create some angle T_{1}. For smooth flowing of steam when passing the moving blades, the jet of steam enter the moving blade's tip and it also creates some angle of moving blade T. T and T_{1} are same.When T_{1} and T will be same the steam's flow will smoothly strike the moving blades. In actual practice T and Tthita1 is same and thatâ€™s why we denote it T.

Similarly suffix 2 represents the outlet velocity of steam.

Here steam leaving from moving blades at an angle β which makes with the tangent of the wheel with a velocity V_{2} and it is the absolute velocity of steam leaving of moving blades. This velocity V_{2} has two components. One V_{w2} which is tangential component and another is V_{f2} which is axial component. V_{w2} is the velocity component of whirl to exit and it is the actual component for which steam leaving from the moving blades. V_{f2} is flow component and it is responsible for velocity of flow of steam to exit.

The moving blades are running at horizontal direction with a tangential velocity V and V_{2} the absolute velocity of steam leaving of moving blades create an angle β with a relative velocity V_{r2} to moving the blade to exit. This V_{r2} can be obtain by subtracting the V and V_{2} and it create some angle F_{1}.But for smooth flowing of the steam while existing, it creates an angle of moving blades i.e.F. Now F and F_{1} are same. So, we denote it F. When F_{1} is equal to F then steam exit smoothly and steadily.

## POWER DEVELOPED BY STEAM TURBINE:

The picture shows **combined velocity triangle of steam turbine**.

According to the Newton's second law of motion,the direction of force in the blades,

work done in the direction of motion of the blades,

Mathematically, axial thrust on the wheel is the velocity difference between inlet and outlet steam's flow,

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