Wednesday, November 2, 2011

Street Patterns

Street Patterns in Urban Areas

Street patterns are an important feature of urban areas and play a significant role in determining how efficiently people and vehicles move within a city. Well-designed street patterns can facilitate transportation and improve accessibility, whereas poorly designed layouts may contribute to traffic congestion and make navigation more difficult.

There are three main types of street patterns:

  • Grid Iron Pattern
  • Planned Irregular Pattern
  • Cobweb Pattern

1. Grid Iron Pattern

The grid iron pattern is commonly found in the oldest parts of a city, particularly the Central Business District (CBD). It is characterized by rectangular blocks and streets that intersect at right angles.

Advantages:

  • Easy to navigate and locate destinations.
  • Streets can be extended with relative ease.
  • Land can be subdivided efficiently, making construction straightforward.

Disadvantages:

  • Numerous intersections may result in traffic congestion.
  • The layout can appear monotonous and repetitive.
  • In areas with uneven terrain, roads may become long and steep.

2. Planned Irregular Pattern

The planned irregular pattern is typically found in newer suburbs and in areas with steep slopes or challenging topography. Streets follow the natural contours of the landscape rather than a rigid geometric design.

Advantages:

  • Creates a more attractive and varied urban environment.
  • Roads are better suited to the natural landscape and terrain.

Disadvantages:

  • Streets are more difficult to extend.
  • Navigation can be challenging, and it is easier for people to become disoriented.
  • Hidden entrances and winding roads may increase safety risks.

3. Cobweb Pattern

In the cobweb pattern, streets radiate outward from a central point. This central feature may be a square, lake, dam, park, or another important landmark. Secondary roads often connect the radial routes, creating a web-like pattern.

Advantages:

  • Provides efficient access to and from the central area.
  • Creates a distinctive and attractive urban layout.

Disadvantages:

  • Traffic congestion may develop near the central point.
  • Expansion and planning can become complex as the city grows.

Understanding the characteristics, advantages, and disadvantages of different street patterns is essential for the study of urban geography and city planning.




Tuesday, May 24, 2011

Where on earth are you?

A geographic coordinate system is a coordinate system that enables every location on the Earth to be specified by a set of numbers. The numbers represent the exact latitude and longitudinal position. If you look at a Gps every object will have a specific position where a latitude and a longitude intersect,

Doesn’t matter where on the earth you find yourself, you will have a latitude and longitudinal position. In South Africa your latitude position will always be south (South Africa is positioned between 22˚ & 35˚ South and 16˚& 33˚ East). Your latitude reference will always be South and longitude reference East. E.g. 27˚38’27’’ S and 30˚18’49’’E.

How do I determine my coordinates on a topographic map?
 
As mentioned before you always give the latitude first and then the longitude.
Step 1: Identify the the object on the topographic map
As mentioned before you always give the latitude first and then the longitude.


Step 1: Identify the object on the topographic map

Step 2: Look at the top of the map and find the latitude (23˚S) and the longitude (33˚E).

Step 3: Find the minutes by looking at the latitude and longitude immediately above (17’) and to the left (25’) of the object. Your coordinate thus far is 23˚17’S and 33˚25’E

You are not yet done, as you need to calculate the seconds.

Step 4: In the grid block where your object is situated measure the following (see diagram)


Latitude: a ÷ A = answer x 60 = C

Longitude: b ÷ B = answer x 60 = D

Therefore, coordinate for spot is –

23˚17’C”South and 33˚25’D”East


 
Latitude: a ÷ A = answer x 60 = C''


Longitude: b ÷ B = answer x 60 = D''

Therefore, coordinate for spot is –

23˚17’C”South and 33˚25’D”East