Time in Years given Air Trips between i and j Calculator

✖Air Trips between i and j is defined as the total number of air trips between the origin city and destination city.ⓘ Air Trips between i and j [F_ij]			+10% -10%
✖Population of Origin City is the whole number of people or inhabitants in the origin city.ⓘ Population of Origin City [P_i]			+10% -10%
✖Population of Destination City is the whole number of people or inhabitants in the destination city.ⓘ Population of Destination City [P_j]			+10% -10%
✖Calibrated Constant. Calibration is the process of configuring an instrument to provide a result for a sample within an acceptable range.ⓘ Calibrated Constant [x]			+10% -10%
✖Factor to Adjust for Quantum Effects, such as new surface links.ⓘ Factor to Adjust for Quantum Effects [Q_ij]			+10% -10%
✖Country Pair Relation Index in a mode-specific time trend analysis produced by the Canadian Transport Commission.ⓘ Country Pair Relation Index [β]			+10% -10%

✖The number of years is the total period for which the certificate of deposit is done.ⓘ Time in Years given Air Trips between i and j [t]

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Formula

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Time in Years given Air Trips between i and j

Formula

`"t" = (("F"_{"ij"}/("P"_{"i"}*"P"_{"j"}))-"x"-"Q"_{"ij"})/"β"`

Example

`"4"=(("12000"/("60"*"16"))-"2"-"10.1")/"0.1"`

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Time in Years given Air Trips between i and j Solution

STEP 0: Pre-Calculation Summary

Formula Used

Number of Years = ((Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-Factor to Adjust for Quantum Effects)/Country Pair Relation Index
t = ((F_ij/(P_i*P_j))-x-Q_ij)/β
This formula uses 7 Variables

Variables Used

Number of Years - The number of years is the total period for which the certificate of deposit is done.
Air Trips between i and j - Air Trips between i and j is defined as the total number of air trips between the origin city and destination city.
Population of Origin City - Population of Origin City is the whole number of people or inhabitants in the origin city.
Population of Destination City - Population of Destination City is the whole number of people or inhabitants in the destination city.
Calibrated Constant - Calibrated Constant. Calibration is the process of configuring an instrument to provide a result for a sample within an acceptable range.
Factor to Adjust for Quantum Effects - Factor to Adjust for Quantum Effects, such as new surface links.
Country Pair Relation Index - Country Pair Relation Index in a mode-specific time trend analysis produced by the Canadian Transport Commission.

STEP 1: Convert Input(s) to Base Unit

Air Trips between i and j: 12000 --> No Conversion Required
Population of Origin City: 60 --> No Conversion Required
Population of Destination City: 16 --> No Conversion Required
Calibrated Constant: 2 --> No Conversion Required
Factor to Adjust for Quantum Effects: 10.1 --> No Conversion Required
Country Pair Relation Index: 0.1 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

t = ((F_ij/(P_i*P_j))-x-Q_ij)/β --> ((12000/(60*16))-2-10.1)/0.1

Evaluating ... ...

t = 4

STEP 3: Convert Result to Output's Unit

4 --> No Conversion Required

FINAL ANSWER

4 <-- Number of Years

(Calculation completed in 00.004 seconds)

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< 8 Generation-Distribution Models Calculators

Country Pair Relation Index given Air Traffic between Stations i and j

Go Country Pair Relation Index = ((Air Passengers between Cities i and j)/(Regression Coefficient a*(Station Share of GNP*Real Gross National Product)^Regression Coefficient b*(Station Share of GNP*Real Gross National Product)^Currency Scale Constant c*(Economy Fare+Currency Scale Constant a+(Currency Scale Constant b/(Economy Fare-Currency Scale Constant c)))))^(1/Regression Coefficient d)

Income for Leisure given Air Trips for Stated Purpose under Leisure Category

Go Income = ((Air Trips in Year y for stated Purpose/Population of Origin City)-Regression Contant a)/(Regression Contant b*(1/(1+(Constant Reflection Surface Route Saturation*(Mean Total Effective Fair/Mean Income of Households)^Constant q))))

Population at Origin given Air Trips in Year y for Stated Purpose under Leisure Category

Go Population of Origin City = Air Trips in Year y for stated Purpose/(Regression Contant a+(Regression Contant b*Income)*(1/(1+(Constant Reflection Surface Route Saturation*(Mean Total Effective Fair/Mean Income of Households)^Constant q))))

Air Trips in Year y for Stated Purpose under Leisure Category

Go Air Trips in Year y for stated Purpose = Population of Origin City*(Regression Contant a+(Regression Contant b*Income)*(1/(1+(Constant Reflection Surface Route Saturation*(Mean Total Effective Fair/Mean Income of Households)^Constant q))))

Population at i given Air Trips between i and j

Go Population of Origin City = Air Trips between i and j/((Calibrated Constant+(Country Pair Relation Index*Number of Years)+(Factor to Adjust for Quantum Effects))*Population of Destination City)

Air Trips between i and j

Go Air Trips between i and j = (Population of Origin City*Population of Destination City)*(Calibrated Constant+(Country Pair Relation Index*Number of Years)+(Factor to Adjust for Quantum Effects))

Factor to adjust for Quantum Effects given Air Trips between i and j

Go Factor to Adjust for Quantum Effects = (Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-(Country Pair Relation Index*Number of Years)

Time in Years given Air Trips between i and j

Go Number of Years = ((Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-Factor to Adjust for Quantum Effects)/Country Pair Relation Index

Time in Years given Air Trips between i and j Formula

What is Trip Distribution Model?

The Trip Distribution Model predicts the level of trip interchange between designated
airport pairs once the level of generation of the air trip ending at the individual airport
has been computed. The most widely used distribution model applied to the transport
situation has been the gravity model.

How to Calculate Time in Years given Air Trips between i and j?

Time in Years given Air Trips between i and j calculator uses Number of Years = ((Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-Factor to Adjust for Quantum Effects)/Country Pair Relation Index to calculate the Number of Years, Time in Years given Air Trips between i and j is defined as total duration on annual scale influencing air travel between origin and destination cities. Number of Years is denoted by t symbol.

How to calculate Time in Years given Air Trips between i and j using this online calculator? To use this online calculator for Time in Years given Air Trips between i and j, enter Air Trips between i and j (F_ij), Population of Origin City (P_i), Population of Destination City (P_j), Calibrated Constant (x), Factor to Adjust for Quantum Effects (Q_ij) & Country Pair Relation Index (β) and hit the calculate button. Here is how the Time in Years given Air Trips between i and j calculation can be explained with given input values -> 4 = ((12000/(60*16))-2-10.1)/0.1.

FAQ

What is Time in Years given Air Trips between i and j?

Time in Years given Air Trips between i and j is defined as total duration on annual scale influencing air travel between origin and destination cities and is represented as t = ((F_ij/(P_i*P_j))-x-Q_ij)/β or Number of Years = ((Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-Factor to Adjust for Quantum Effects)/Country Pair Relation Index. Air Trips between i and j is defined as the total number of air trips between the origin city and destination city, Population of Origin City is the whole number of people or inhabitants in the origin city, Population of Destination City is the whole number of people or inhabitants in the destination city, Calibrated Constant. Calibration is the process of configuring an instrument to provide a result for a sample within an acceptable range, Factor to Adjust for Quantum Effects, such as new surface links & Country Pair Relation Index in a mode-specific time trend analysis produced by the Canadian Transport Commission.

How to calculate Time in Years given Air Trips between i and j?

Time in Years given Air Trips between i and j is defined as total duration on annual scale influencing air travel between origin and destination cities is calculated using Number of Years = ((Air Trips between i and j/(Population of Origin City*Population of Destination City))-Calibrated Constant-Factor to Adjust for Quantum Effects)/Country Pair Relation Index. To calculate Time in Years given Air Trips between i and j, you need Air Trips between i and j (F_ij), Population of Origin City (P_i), Population of Destination City (P_j), Calibrated Constant (x), Factor to Adjust for Quantum Effects (Q_ij) & Country Pair Relation Index (β). With our tool, you need to enter the respective value for Air Trips between i and j, Population of Origin City, Population of Destination City, Calibrated Constant, Factor to Adjust for Quantum Effects & Country Pair Relation Index 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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