Principles and Assumption
Landscape is curved and earth is spherical
Line of sight is not entirely straight because of refraction
Triangles formed during survey is spherical Triangle
Hence curvature correction and refractive correction should be
applied while calculating distance or height
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Prakash Kumar S
Prakash Kumar S
Difference B/w Plane and Geodetic Surveying
Plane Surveying
Land area is considered as Flat
Lines are Straight
Triangles are plane triangles
Instrument used are Chains, Tapes,
Theodolite, Total Station etc.,
Eg: Setting out of Building
Geodetic Surveying
Land area is curved(earth as sphere)
Lines are not straight
Triangles formed are called spherical
triangle
Instrument used are GPS, Signals and
Towers, Total Station etc..,
Eg: Distance between two historical
points
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Control Points
Primary Control points are measured with high precision with triangulation than
secondary and tertiary points
Horizontal Control Points –Triangulation, Traversing
Vertical Control Points –Trigonometric levelling
Working from whole to point
Forming Primary Triangle with very high precision then subdivided into secondary
triangle to locate the point to prevent accumulation of error. This is just like a
person’s address.
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Triangulation
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Triangulation or TrigonometricalSurvey
Find Precise distance between two survey stations A,B (base line)
Find distance b/w AC and BC from the distance AB and the angles formed
Using AC as base line find predict other points and so on.
To avoid Errors several Checking on the base line should be made and all the
angles should be measured.
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Prakash Kumar S
Geodetic Triangulation
Refer slide 2 for Geodetic Surveying
Just like triangulation Surveying along with azimuth
Azimuth is the angle between Plane meridian and the vertical plane of the station
point
Forms the basic frame work for Cadastral(land registration), Topographical(land
surveying), hydrographical surveying etc.,
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Classification of Triangulation system
Primary Triangulation
High precision
Baseline 5 to 15 km
Sides of Triangle 30 to150 km
Secondary Triangulation
Less precision
Baseline 1.5 to 5km
Sides of Triangle 8to 65 km
Tertiary Triangulation
Forms immediate survey reference point for engineering surveys
Accuracy is lower than Secondary Triangulation
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Steps in Triangulation
Reconnaissance
Selection of Stations and Base line.
Selection of Triangulation framework
Erection of Signals and Towers
Measurement of Base Line
Horizontal Angles of the Triangles are Measured
Computation of Various Sides of the Triangles
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Reconnaissance
Its done to get basic idea of the area, like selection of base line, suitable station
and suitable position etc..,
Instrument used :-Theodalite, barometer, compass, ladders etc..,
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Selected Station should Form Well
Condition Triangle
i.e., interior angles are nearly 60
degree and between 30 and 120
degree
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Stations should be visible to each
other.
Ex: -hilltops, high rise building,
temples and churches
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Station should be Easily accessible to
each other
Transportation, Communication and
carrying of materials
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Covers Wide Area of Triangulation to
limit substation
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Firm Ground for towers and Free
from wind
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Line of Sight Free from Atmospheric
Disturbance
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Selection of Triangulation Station
Well Condition Triangle
Indivisibility
Accessible
Cover Wide Area
Rigid Station
Line of sight
Economy
Permanent Station
Cost of Erection of Towers should be
less
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All Station should be marked and shown in Topographical map
Selection of Triangulation Station
Magnitude –Well Conditioned Triangle (30-120 degrees)
Triangle Arrangement
Single Chain of Triangle
Double Chain of Triangle
Central point Figure
Quadrilaterals
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Signals and Towers
Signals –Erected to mark Station
Daylight or Non-luminous Signals (up to 30km, timber post or mast)
Sunlight or luminous Signals ( Reflecting surface reflects sunlight to theodolite)
Night Signal ( signal during night, oil lamp and acetylene)
Towers
Used to Erect Signal
Supports Signal and Observer seperatly
Masonry towers, Timber tower and steel tower
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