what is gear module? what is pitch circle? what is circular pitch? @gear.institute @MrGearOfficial @LigadonoDesconhecido @MECHANICALTECHHINDI @MechanicZ
In the equation you provided, \( \pi \) is the mathematical constant pi (\( \pi \)), \( d \) represents the pitch diameter, and \( t \) represents the circular pitch (the distance between corresponding points on adjacent teeth along the pitch circle). To calculate the pitch diameter (\( d \)), you can rearrange the formula to solve for \( d \): \[ d = \frac{t \times \text{Number of Teeth}}{\pi} \] Where: - \( d \) = Pitch diameter - \( t \) = Circular pitch - Number of Teeth = Total number of teeth on the gear This formula allows you to find the pitch diameter using the circular pitch and the number of teeth on the gear. Let's say you have a gear with a circular pitch of \( t = 10 \) mm and it has \( 20 \) teeth. Using the formula, you can calculate the pitch diameter: \[ d = \frac{10 \times 20}{\pi} \] \[ d \approx \frac{200}{3.14159} \] \[ d \approx 63.662 \] So, the pitch diameter of the gear is approximately \( 63.662 \) millimeters.
Excellent explanation,very helpful
Sir batai...
P=π\d ka value kaise put karen
Suppose kijiy mere pass 4 giyar hain..80,.46,54,74, hain iska value kaise put karen kaise pitch nikale
Sir p=π\d formula ko derive kaise karenge...
B.T.L niklny ka formula bata dien
Sir jee gear se daiamiter Kaise nikalenge
if Pitch = πd/t .then (d) ka value kaise nikale.
In the equation you provided, \( \pi \) is the mathematical constant pi (\( \pi \)), \( d \) represents the pitch diameter, and \( t \) represents the circular pitch (the distance between corresponding points on adjacent teeth along the pitch circle).
To calculate the pitch diameter (\( d \)), you can rearrange the formula to solve for \( d \):
\[ d = \frac{t \times \text{Number of Teeth}}{\pi} \]
Where:
- \( d \) = Pitch diameter
- \( t \) = Circular pitch
- Number of Teeth = Total number of teeth on the gear
This formula allows you to find the pitch diameter using the circular pitch and the number of teeth on the gear.
Let's say you have a gear with a circular pitch of \( t = 10 \) mm and it has \( 20 \) teeth. Using the formula, you can calculate the pitch diameter:
\[ d = \frac{10 \times 20}{\pi} \]
\[ d \approx \frac{200}{3.14159} \]
\[ d \approx 63.662 \]
So, the pitch diameter of the gear is approximately \( 63.662 \) millimeters.
Drive and driven gear ki bich mai kitna clearance hona chahiye?
cross axis angel clearance for the gear