Rumus Teori Titik Henti Menurut WJ Reilly
Andi Guru Geografi
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https://andimanwno.wordpress.com/2020/08/05/teori-interaksi-02/
Video ini membahas tentang teori titik henti yang disampaikan oleh William J Reilly. Teori ini merupakan modifikasi dari teori gravitasi penduduk yang telah dia sampaikan sebelumnya.
Selamat menonton.
Semoga bermanfaat.
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#breakingpointtheory
#andigurugeografi
#interaksidesakota
Assalamualaikum warahmatullahi wabarakatuh
Welcome to the Andi Guru Geography channel
Estimate the area of the market between regions
Based on the theory of stop points
Regional interaction
Basically, it is a back-and-forth relationship
Which occurs between two regions or more
Which can trigger trends, problems, or new phenomena
The weakness of regional interaction is affected by three main factors
The regional complementarity factor
Intervening opportunity
And spatial transfer ability
How to measure regional interaction?
The level of regional interaction can be measured
Using several factors, including distance between regions
The number of residents
The number of road networks
And the number of cities or villages in a region
There are quite a few formulas for measuring regional interaction
One of them is
Gravitational model
Theory of stop points
Connectivity index
Graphic theory
And population potential
In this slide we will discuss
Theory of stop points
The theory of stop points was invented by William G. Raleigh in 1931
Is a form of modification of the theory of interaction of the gravitational model
Which has been presented in previous years
This theory is used to find the maximum distance
Interland area of a city
For example, between the Semarang area and Belura
Raleigh applies the physical law of gravitation
To measure the strength of trade between two cities
This theory can be used in geographical space research
And becomes the basis for limiting functional areas
Theory of stop points
In this theory, Raleigh found the concept that
If both cities or regions have the same number of residents
Then the trade area limit is exactly in the middle
The distance that separates the two regions
Meanwhile, if one region has a larger number of residents than the other
Then the market area will become closer to cities with smaller population
The implementation of the theory of stop points in geography
This theory makes it easier to limit functional areas
And more difficult if implemented with the survey method
Theory of stop points can be used for
Analysis of market area
Conflict analysis
Analysis of the impact of industry centers
And to estimate the location of industry and public services
The summary of the theory of stop points is
The point of this theory is that
The stop point distance from the location of trade centers or social services
Which is smaller in size
Is equal to the distance between the two trade centers
However, it is equal to 1 plus the square root
Of the number of residents in the area with more residents
Divided by the number of residents in the area with fewer residents
The summary is as shown in the above picture
Where the explanation is
Dab is the point of stop point that is sought
Then dc is the area of area AB
Pa is the number of residents in area A with more residents
And bb is the number of residents in area B with fewer residents
Simply, the summary is as shown in this picture
There is also an example of the question, for example, as follows
It is known that the number of residents in area A is 360,000
While in area B, 90,000
And area C, 22,500
Area A to B, 72 km
While area A to C, 45 km
The question is how many kilometers or how many kilometers
The point of stop in area A to B and the point of stop in area A to C
We start from the first dab
That is the breaking point area between area A and B
72 or distance divided by 1 plus 360,000 divided by 90,000
This is 360,000 is the number of residents
While 90,000 is the number of residents in area B
Or equal to 72 divided by 1 plus root 4
Root 4 is 2
So 72 divided by 1 plus 2
Or 72 divided by 3 is equal to 24
While at the point of stop in area A to C is 45
The point of stop in area A to C is divided by 1 plus root 360,000
The number of residents in area A is divided by 22,500 residents in area C
The result is 45 divided by 1 plus root 16
Or 4
So the result is 45 divided by 5 which is 9 km
The point of stop in area A to B is the 24th kilometer from area B
While in area C is the 9th kilometer from area C
This point of stop theory is the same as the previous theory, namely the gravity model
Can be applied with several conditions
That is, if the condition of the population or the level of the economy in each area is relatively the same
The condition of the nature or the relief in each area is also relatively the same
The state of transportation facilities in each area is also relatively the same
As well as the purchasing power of the people is also relatively the same
Well, that was how to determine the point of stop in an area
With the picking point theorem from William J. Rilley
That's all, thank you for your attention
Assalamu'alaikum warahmatullahi wabarakatuh
