Calculate the height of a building

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    Building Height
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Discussion Overview

The discussion revolves around methods for calculating the height of a building, framed as an engineering design question. Participants explore various approaches, tools, and techniques, including traditional and innovative methods.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Homework-related

Main Points Raised

  • One participant suggests using trigonometry with a sextant to measure angles and apply similarity based on their own height.
  • Another participant proposes using a total station or RTK-GPS for high-accuracy measurements, noting that many methods involve trigonometry and similar triangles.
  • A participant inquires about the definitions of total stations and RTK-GPS.
  • A later reply describes a total station as a theodolite with a laser rangefinder and explains RTK-GPS as a high-accuracy GPS receiver.
  • Some participants mention unconventional methods, such as throwing a pencil off the roof or using a barometer to estimate height.
  • Another participant shares their experience using a Hilti laser range finder, detailing a method involving measuring a distance from the building and using the laser to determine the height based on triangle geometry.

Areas of Agreement / Disagreement

Participants present multiple competing views and methods without reaching a consensus on a single approach. The discussion remains unresolved regarding the best method to calculate the height of a building.

Contextual Notes

Some methods depend on the availability of specific tools, and there are assumptions about the context in which these methods are applied, such as whether this is a homework assignment or a practical engineering problem.

pardesi
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Design a method to calculate the height of a building?this is an engineering design question...
URGENT! ...i need inputs !
 
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You have to make an attempt.
What methods can you think of?
Can you approach the building, what tools are you allowed?
 
ya i do have my method ...the method i use is we can use trigonometry(the std method) where using a sextant like instrument to measure the angle and use similarity knowing my height
any other non trivial methods or say innovatyive wud be appriciated
 
If this were a real engineering question the answer would just be use a total station or an RTK-GPS but presumably you are expected to come up with many different ways.
Most involve trig and similair triangles. Like measuring the length of a shadow from a stick of known height and comparing it to the length of the shadow from the building.
 
what are total stations and RTK GPS
 
A total station is a theodolite with a laser rangefinder, since it can measure 2 angles (the theodolite part) and distance (the laser) you can measure the relative position of anything you can see with high accuracy (mm).
RTK-GPS is a special type of GPS receiver that can measure the relative position between a pair of them to high accuracy (a few mm).
See wikipedia for details - or a survey supplies company.

As I said it depends wether this is a homework or an engineering question.
 
I like the throwing a pencil off the roof method.
 
Topher925 said:
I like the throwing a pencil off the roof method.

Or giving the janitor a barometer!
 
I often use Hilit laser range finder at work similar to what MgbPhys is talking about except you just point and shoot and it tells you the distance.

If you are allwed to use on of these you could create a triangle using the side of the building and the ground. Use survey tape to measure directly out from the building a certain distance say 30 metres. Then sit back at that distance and shine the laser to the top of the building. Might want to do it when its dark so you can see the laser or use binoculars if it was a large building or if its too large it might not work at all. Use a block of wood or rock to steady the laser and get the distance. You then know 2 sides to a 90 degree triangle solve for your unknown.

Thats what I would attempt to do.
 

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