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Question

The method of reciprocal ranging can be used in which of the following cases?

The correct answer is Obstacle to chaining but not ranging

Understanding Reciprocal Ranging in Surveying

Surveying involves measuring distances and directions. When performing linear measurements like measuring a line AB, sometimes there are obstacles that prevent direct measurement or even seeing the entire line clearly. Different techniques are used depending on the type of obstacle.

The question asks about the specific scenario where the method of reciprocal ranging is employed. Let's analyze what reciprocal ranging means and the conditions under which it is necessary.

What is Reciprocal Ranging?

Ranging is the process of establishing intermediate points along a straight line between two terminal stations. Direct ranging involves two surveyors, one at the starting point and one directing a helper to place pegs along the line of sight to the end point. However, sometimes, you cannot see the other end point from the starting point, or you cannot occupy intermediate points due to an obstacle.

Reciprocal ranging is a method used when the two ends of the line are intervisible (you can see from one end to the other and vice-versa) but intermediate points cannot be fixed directly by ranging from only one end. This is often because of an obstacle that prevents a clear line of sight for direct ranging or makes it impossible to place points accurately on the line from a single end.

Identifying the Scenario for Reciprocal Ranging

Let's consider the options provided and how they relate to surveying obstacles:

  • Obstacle to ranging but not chaining: This implies you can measure the distance directly (chaining) but cannot establish a straight line between the points visually (ranging is difficult). This scenario is unusual for reciprocal ranging, which is typically used when ranging is possible (intervisibility) but chaining is blocked.
  • Obstruction by a building: A building is a physical obstacle that typically prevents both direct chaining (you can't measure through it) and possibly ranging (if it's in the line of sight). If the building blocks the view between the ends, reciprocal ranging wouldn't work as it requires intervisibility. If it only blocks chaining but allows visibility, then it fits the criteria for reciprocal ranging.
  • Obstacle to chaining but not ranging: This is a scenario where you can clearly see from one end of the line to the other (ranging is possible because of intervisibility), but there is a physical barrier like a river, lake, or swamp between the points that prevents you from walking along the line and measuring the distance directly (chaining is obstructed). This is the classic situation where reciprocal ranging is used to establish points on the line, typically on either side of the obstacle, to allow for measurement of the segment on the obstacle or indirect measurement methods.
  • Obstruction by a river: A river is a common obstacle that prevents direct chaining. However, if you can see across the river to the other end of the line, ranging is possible. Thus, a river obstructing chaining while allowing ranging is a scenario where reciprocal ranging is applicable. This option describes a specific instance of an obstacle to chaining.

Based on the nature of reciprocal ranging, it is employed when the ends of the line are visible from each other (ranging is possible), but the physical presence of an obstacle prevents direct measurement along the line (chaining is obstructed). This allows surveyors to establish intermediate points on the line despite the obstacle by using simultaneous ranging from both ends.

Detailed Analysis of the Correct Scenario

The scenario "Obstacle to chaining but not ranging" perfectly describes the conditions where reciprocal ranging is necessary and effective. Consider a line AB with a river between A and B. You can stand at A and see B, and stand at B and see A (ranging is possible - intervisibility exists). However, you cannot walk directly from A to B with a chain or tape because of the river (chaining is obstructed).

In this case, reciprocal ranging allows two surveyors (one near A, one near B) to simultaneously range and direct each other to establish points on the line AB. This technique ensures the points established are truly on the straight line connecting A and B, even though direct measurement is impossible across the obstacle.

Comparison with Other Scenarios

If there was an obstacle to ranging but not chaining (e.g., a dip in the ground where the line is obscured in the middle, but you can walk and measure), reciprocal ranging might not be the primary method. Other techniques like stepping might be used for chaining, and perhaps instrumentation could help establish the line.

An obstruction by a building is a specific type of obstacle. If the building blocks visibility completely, reciprocal ranging cannot be used. If it only blocks chaining but not visibility (e.g., the line passes just past a corner), then it fits the "obstacle to chaining but not ranging" category.

An obstruction by a river is also a specific obstacle that fits the "obstacle to chaining but not ranging" category, provided the ends of the line are intervisible. While correct, option 3 describes the general condition that applies to obstacles like rivers, lakes, swamps, and some buildings.

Therefore, the most accurate and general description of the case where reciprocal ranging is used is when there is an obstacle that prevents chaining (direct measurement) but allows ranging (intervisibility between the endpoints).

Scenario Ranging Possible? Chaining Possible? Reciprocal Ranging Used?
Obstacle to ranging but not chaining No/Difficult Yes Less common for this method
Obstacle to chaining but not ranging Yes (Intervisible) No Yes
Obstruction by a building (blocking both) No No No (if visibility blocked)
Obstruction by a river (blocking chaining but not ranging) Yes (if intervisible) No Yes (specific case of obstacle to chaining but not ranging)

Conclusion

Reciprocal ranging is a crucial surveying technique applied when direct measurement of a line is impossible due to an obstacle, but the endpoints of the line can still be seen from each other. This fits the description of an obstacle to chaining but not ranging.

Revision Table: Key Surveying Obstacles

Obstacle Type Effect on Ranging Effect on Chaining Possible Surveying Method
Building (blocking view) Obstructed Obstructed Triangulation, Traversing around
Building (blocking only chaining) Possible (Intervisible) Obstructed Reciprocal Ranging, Indirect Measurement
River / Lake / Swamp Possible (if intervisible) Obstructed Reciprocal Ranging, Indirect Measurement, EDM
Hill / Rising Ground Obstructed Possible (stepping) Double Ranging (if ends not visible), Stepping for chaining
Dense Forest Obstructed Obstructed Line Clearing, Traversing around

Additional Information: Types of Ranging

Apart from reciprocal ranging, other ranging methods are used depending on the situation:

  • Direct Ranging: Used when the two endpoints are intervisible, and intermediate points can be fixed directly along the line of sight. This is the simplest form of ranging.
  • Indirect Ranging (or Random Line Method): Used when the two endpoints are not intervisible due to an obstacle like a hill or rising ground. A random line is run towards the target point, and offsets are measured to establish points on the true line.
  • Double Ranging: Similar to indirect ranging, used when endpoints are not intervisible. It involves running a random line and using geometric principles (like similar triangles) or trial and error to establish the line.
  • Reciprocal Ranging: As discussed, used when ends are intervisible but chaining is impossible due to an obstacle.
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Important Questions from Linear Measurement

  1. Which one is the CORRECT statement?

  2. The minimum number of persons required for direct ranging is 2 . Similarly, the number of persons required for indirect ranging is _______.

  3. The scale of a drawing is given as 1 : 20.

    What is the representative fraction?

  4. 1 chain is equal to

  5. __________ are used to mark the end of each chain during the chaining process.

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