Wavelength of Vibrations caused by Blasting Calculator

✖Velocity of Vibration is defined as rate of change in displacement.ⓘ Velocity of Vibration [V]			+10% -10%
✖Frequency of Vibration is the number of times something happens in a particular period.ⓘ Frequency of Vibration [f]			+10% -10%

✖Wavelength of Vibration is the length of wave on which a radio station sends out its telecast.ⓘ Wavelength of Vibrations caused by Blasting [λ_v]

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Formula

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Wavelength of Vibrations caused by Blasting

Formula

`"λ"_{"v"} = ("V"/"f")`

Example

`"2.498751m"=("5m/s"/"2.001Hz")`

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Wavelength of Vibrations caused by Blasting Solution

STEP 0: Pre-Calculation Summary

Formula Used

Wavelength of Vibration = (Velocity of Vibration/Frequency of Vibration)
λ_v = (V/f)
This formula uses 3 Variables

Variables Used

Wavelength of Vibration - (Measured in Meter) - Wavelength of Vibration is the length of wave on which a radio station sends out its telecast.
Velocity of Vibration - (Measured in Meter per Second) - Velocity of Vibration is defined as rate of change in displacement.
Frequency of Vibration - (Measured in Hertz) - Frequency of Vibration is the number of times something happens in a particular period.

STEP 1: Convert Input(s) to Base Unit

Velocity of Vibration: 5 Meter per Second --> 5 Meter per Second No Conversion Required
Frequency of Vibration: 2.001 Hertz --> 2.001 Hertz No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

λ_v = (V/f) --> (5/2.001)

Evaluating ... ...

λ_v = 2.49875062468766

STEP 3: Convert Result to Output's Unit

2.49875062468766 Meter --> No Conversion Required

FINAL ANSWER

2.49875062468766 ≈ 2.498751 Meter <-- Wavelength of Vibration

(Calculation completed in 00.004 seconds)

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Credits

Created by Suraj Kumar

Birsa Institute of Technology (BIT), Sindri

Suraj Kumar has created this Calculator and 2200+ more calculators!

Verified by Ishita Goyal

Meerut Institute of Engineering and Technology (MIET), Meerut

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< 22 Vibration Control in Blasting Calculators

Diameter of Drill Bit using Burden Suggested in Langefors' Formula

Go Diameter of Drill Bit = (Burden in Langefors' Formula*33)*sqrt((Rock Constant*Degree of Fraction*Ratio of Spacing to Burden)/(Degree of Packing*Weight Strength of Explosive))

Weight Strength of Explosive using Burden Suggested in Langefors' Formula

Go Weight Strength of Explosive = (33*Burden in Langefors' Formula/Diameter of Drill Bit)^2*((Ratio of Spacing to Burden*Rock Constant*Degree of Fraction)/Degree of Packing)

Maximum Weight of Explosives given Scaled Distance for Vibration Control

Go Maximum Weight of Explosives per Delay = ((Distance from Explosion to Exposure)^(-Constant of Scaled Distance β)*(Constant of Scaled Distance/Scaled Distance))^(-2/Constant of Scaled Distance β)

Distance to Exposure given Scaled Distance for Vibration Control

Go Distance from Explosion to Exposure = sqrt(Maximum Weight of Explosives per Delay)*(Scaled Distance/Constant of Scaled Distance)^(-1/Constant of Scaled Distance β)

Scaled Distance for Vibration Control

Go Scaled Distance = Constant of Scaled Distance*(Distance from Explosion to Exposure/sqrt(Maximum Weight of Explosives per Delay))^(-Constant of Scaled Distance β)

Distance of Particle Two from Site of Explosion given Velocity

Go Distance of Particle 2 from Explosion = Distance of Particle 1 from Explosion*(Velocity of Particle with Mass m1/Velocity of Particle with Mass m2)^(2/3)

Velocity of Particle One at Distance from Explosion

Go Velocity of Particle with Mass m1 = Velocity of Particle with Mass m2*(Distance of Particle 2 from Explosion/Distance of Particle 1 from Explosion)^(1.5)

Velocity of Particle Two at distance from Explosion

Go Velocity of Particle with Mass m2 = Velocity of Particle with Mass m1*(Distance of Particle 1 from Explosion/Distance of Particle 2 from Explosion)^(1.5)

Distance of Particle One from Site of Explosion

Go Distance of Particle 1 from Explosion = Distance of Particle 2 from Explosion*(Velocity of Particle with Mass m2/Velocity of Particle with Mass m1)^(2/3)

Diameter of Explosive using Burden Suggested in Konya Formula

Go Diameter of Explosive = (Burden/3.15)*(Specific Gravity of Rock/Specific Gravity of Explosive)^(1/3)

Specific Gravity of Explosive using Burden Suggested in Konya Formula

Go Specific Gravity of Explosive = Specific Gravity of Rock*(Burden/(3.15*Diameter of Explosive))^3

Specific Gravity of Rock using Burden Suggested in Konya Formula

Go Specific Gravity of Rock = Specific Gravity of Explosive*((3.15*Diameter of Explosive)/Burden)^3

Acceleration of Particles disturbed by Vibrations

Go Acceleration of Particles = (4*(pi*Frequency of Vibration)^2*Amplitude of Vibration)

Velocity of Particles disturbed by Vibrations

Go Velocity of Particle = (2*pi*Frequency of Vibration*Amplitude of Vibration)

Distance from Blast Hole to Nearest Perpendicular Free Face or Burden

Go Burden = sqrt(Diameter of Borehole*Length of Borehole)

Spacing for Multiple Simultaneous Blasting

Go Blasting Space = sqrt(Burden*Length of Borehole)

Wavelength of Vibrations caused by Blasting

Go Wavelength of Vibration = (Velocity of Vibration/Frequency of Vibration)

Velocity of Vibrations caused by Blasting

Go Velocity of Vibration = (Wavelength of Vibration*Frequency of Vibration)

Stemming at Top of Borehole to Prevent Explosive Gases from Escaping

Go Stemming at Top of Borehole = (0.7*Burden)+(Overburden/2)

Overburden given Stemming at Top of Borehole

Go Overburden = 2*(Stemming at Top of Borehole-(0.7*Burden))

Sound Pressure Level in Decibels

Go Sound Pressure Level = (Overpressure/(6.95*10^(-28)))^0.084

Diameter of Borehole using Minimum Length of Borehole

Go Diameter of Borehole = (Length of Borehole/2)

Wavelength of Vibrations caused by Blasting Formula

Wavelength of Vibration = (Velocity of Vibration/Frequency of Vibration)
λ_v = (V/f)

What is Wavelength?

Wavelength can be defined as the distance between two successive crests or troughs of a wave. It is measured in the direction of the wave. Wavelength is inversely proportional to frequency.This means the longer the wavelength, lower the frequency.

How to Calculate Wavelength of Vibrations caused by Blasting?

Wavelength of Vibrations caused by Blasting calculator uses Wavelength of Vibration = (Velocity of Vibration/Frequency of Vibration) to calculate the Wavelength of Vibration, The Wavelength of Vibrations caused by Blasting is defined as the wavelength of vibration when velocity and frequency is known. Wavelength of Vibration is denoted by λ_v symbol.

How to calculate Wavelength of Vibrations caused by Blasting using this online calculator? To use this online calculator for Wavelength of Vibrations caused by Blasting, enter Velocity of Vibration (V) & Frequency of Vibration (f) and hit the calculate button. Here is how the Wavelength of Vibrations caused by Blasting calculation can be explained with given input values -> 2.498751 = (5/2.001).

FAQ

What is Wavelength of Vibrations caused by Blasting?

The Wavelength of Vibrations caused by Blasting is defined as the wavelength of vibration when velocity and frequency is known and is represented as λ_v = (V/f) or Wavelength of Vibration = (Velocity of Vibration/Frequency of Vibration). Velocity of Vibration is defined as rate of change in displacement & Frequency of Vibration is the number of times something happens in a particular period.

How to calculate Wavelength of Vibrations caused by Blasting?

The Wavelength of Vibrations caused by Blasting is defined as the wavelength of vibration when velocity and frequency is known is calculated using Wavelength of Vibration = (Velocity of Vibration/Frequency of Vibration). To calculate Wavelength of Vibrations caused by Blasting, you need Velocity of Vibration (V) & Frequency of Vibration (f). With our tool, you need to enter the respective value for Velocity of Vibration & Frequency of Vibration and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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