TOPIC 1: Surveying Introduction Flashcards

1
Q

It is the art and science of determining angular and linear measurements to establish the form, extent, and relative position
of points, lines, and areas on or near the surface of the earth or on other extraterrestrial bodies through applied mathematics and the
use of specialized equipment and techniques.

A

Surveying

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2
Q

Two general classifications of surveying

A

Plane surveying and Geodetic surveying

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3
Q

is the type of surveying in which the earth is considered to be flat surface, and where distances and areas
involved are of limited extent that the exact shape of the earth is disregarded.

A

Plane surveying

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4
Q

are surveys of wide extent which take into account the spheroidal shape of the earth. These surveys
employ principles of geodesy, are of high precision, and the related calculations involve the solving of equations derived
from advanced mathematics particularly spherical trigonometry, calculus, and some applications of theory of least squares.

A

Geodetic surveying

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5
Q

Types of surveys

A

Cadastral, City, Construction, Forestry, Hydrographic, Industrial, Mine, Photogrammetric, Route, Topographic

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6
Q

are usually closed surveys which are undertaken in urban and rural locations for the purpose of
determining and defining property lines and boundaries, corners, and areas. These surveys are also made to fix the
boundaries of municipalities, towns, and provincial jurisdictions.

A

Cadastral Surveys

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7
Q

are surveys of the areas in and near a city for the purpose of planning expansions or improvements, locating
property lines, fixing reference monuments, determining the physical features and configuration of the land, and preparing
maps

A

City surveys

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8
Q

these are surveys which are undertaken at a construction site to provide data regarding grades,
reference lines, dimensions, ground configuration, and the location and elevation of structures which are of concern to
engineers, architects, and builders.

A

Construction surveys

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9
Q

a type of survey executed in connection with forest management and mensuration, and the production
and conservation of forest lands.

A

Forestry survey

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10
Q

refer to surveying streams, lakes, reservoirs, harbors, oceans, and other bodies of water. These
surveys are made to map shore lines, chart the shape of areas underlying water surfaces, and measure the flow of streams.

A

Hydrographic survey

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11
Q

sometimes known as optical tooling. It refers to the use of surveying techniques in ship building,
construction and assembly of aircraft, laying-out and installation of heavy and complex machinery, and in other industries
where very accurate dimensional layouts are required

A

Industrial survey

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12
Q

are surveys which are performed to determine the position of all underground excavations and surface
mine structures, to fix surface boundaries of mining claims, determine geological formations, to calculate excavated
volumes, and establish lines and grades for other related mining work.

A

Mine survey

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13
Q

a type of survey which makes use of photographs taken with specially designed cameras either
from the airplanes or ground stations. Measurements are obtained from the photographs which are used in conjunction
with limited ground surveys.

A

Photogrammetric survey

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14
Q

involves the determination of alignment, grades, earthwork quantities, location of natural and artificial
objects in connection with the planning, design, and construction of highways, railroads, pipelines, canals, transmission
lines, and other linear projects.

A

Route survey

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15
Q

are those surveys made for determining the shape of the ground, and the location and elevation of
natural and artificial features upon it. The features shown include such natural objects as hills, mountains, rivers, lakes,
relief of the ground surface, etc; and works of man, such as roads, building, ports, towns, municipalities, and bridges.

A

Topographic survey

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16
Q

What are the field survey party members?

A

Chief of Party, Assistant chief of party, Instrumentman, Technician, Computer, Recorder, Head Tapeman, Rear Tapeman, Flagman, Rodman, Pacer, Axeman/Lineman, Aidman, Utilitymen

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17
Q

the person who is responsible for the overall direction, supervision, and operational control of the survey
party. He is also responsible for its logistical and technical requirements, and problems of a field survey operation

A

Chief of Party

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18
Q

the person whose duty is to assist the chief of party in the accomplishment of the task assigned to
the survey party. He takes over the duties of the chief of party during the absence of the chief. He is primarily responsible
for the employment of surveying equipment, instruments, and accessories used in the survey operation.

A

Assistant Chief of Party

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19
Q

the person whose duty is to set up, level, and operate surveying instruments such as the transit, engineer’s level, theodolite, sextant, plane table and alidade, and etc. He sees to it that instruments to be used in a survey
operation are in good working condition and in proper adjustment.

A

Instrumentman

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20
Q

the person who is responsible for the use and operation of all electronic instruments required in a field work
operation. It is his duty to see to it that these equipments are functioning properly, are regularly calibrated, and are in
proper adjustment.

A

Technician

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21
Q

the person whose duty is to perform all computations of survey data and works out necessary computational
checks required in a field work operation.

A

Computer

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22
Q

the person whose duty is to keep a record of all sketches, drawings, measurements and observations taken or
needed for a field work operation. He keeps table of schedules of all phases of work and the employment of the members
of the survey party.

A

Recorder

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23
Q

the person responsible for the accuracy and speed of all linear measurements with tape. He determines
and directs the marking of stations to be occupied by the surveying instruments and directs the clearing out of obstructions
along the line of sight. He inspects and compares tapes for standard length prior to their use in taping operations and is
responsible for eliminating or reducing possible errors and mistakes in taping.

A

Head tapeman

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24
Q

the person whose duty is to assist the head tapeman during taping operations and in other related work.

A

Rear tapeman

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25
Q

the person whose duty is to hold the flagpole or range pole at selected points as directed by the instrumentman.
He helps the tapeman in making measurements and assists the axeman in cutting down branches and clearing other
obstructions to the line of sight.

A

Flagman

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26
Q

the person whose primary duty is to hold the stadia or leveling rod when sights are to be taken on it.

A

Rodman

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27
Q

the person whose duty is to check all linear measurements made by the tapeman. He assists the tapeman in seeing
to it that mistakes and blunders in linear measurements are either reduced or eliminated.

A

Pacer

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28
Q

the person whose duty is to clear the line of sight of trees, brush, and other obstructions in wooded
country. He is also responsible for the security and safety of the members of the survey party at the survey site.

A

Axeman/Lineman

29
Q

the person whose duty is to render first air treatment to members of the survey party who are involved in snake
and insect bites, accidents, and other cases involving their health, safety, and well being.

A

Aidman

30
Q

the persons whose duties are to render other forms of assistance needed by the survey party or as directed by
the chief of party. Where a survey vehicle is used, autilityman is designated as driver. If the survey party has to camp out for
days in the field, utilitymen are responsible for setting up the camp site and its required facilities. They prepare and serve
meals, and also look after the security of the camp site

A

Utilitymen

31
Q

is defined as the difference between the true value and the measured value of a quantity. It is a deviation of an
observation or a calculation from the true value and is often beyond the control of the one performing the operation.

A

Error

32
Q

are inaccuracies in measurements which occur because some aspect of a surveying operation is performed by
the surveyor with carelessness, inattention, poor judgment, improper execution, misunderstanding of the problem,
inexperience, or indifference of the surveyor

A

Mistakes

33
Q

A large mistake is referred to as

A

Blunders

34
Q

Types of Errors

A

Systematic Errors, Accidental Errors

35
Q

This type of error is one which will always have the same sign and magnitude as long as field
conditions remain constant and unchanged. It also referred to as CUMULATIVE ERROR.

A

Systematic errors

36
Q

These errors are purely accidental in character. The occurrence of such errors are matters of chance
as they are likely to be positive or negative in , and may tend in part to compensate or average out according to laws of
probability.

A

Accidental Errors

37
Q

Sources of errors

A

Instrumental, Personal, Natural

38
Q

These errors are due to imperfections in the instruments used, either from faults in their
construction or from improper adjustments between the different parts prior to their use. Surveying instruments, just
like any other instrument, are never perfect; proper corrections and field methods are applied to bring the
measurements within certain allowable limits of precision.

A

Instrumental Errors

39
Q

Examples of Instrumental Errors

A

a. Measuring with a steel tape of incorrect length.
b. Using a leveling rod with painted graduations not perfectly spaced.
c. Determining the difference in elevations between two points with an instrument whose line of sight is not in
adjustment.
d. Sighting on a rod which is warped.
e. Improper adjustment of the plate bubbles of a transit or level.

40
Q

These errors arise principally from limitations of the senses of sight, touch and hearing of the human
observer which are likely to be erroneous or inaccurate. This type of fallibility differs from on individual to another and
may vary due to certain circumstances existing during measurement.

A

Personal Errors

41
Q

Examples of Personal Errors

A

a. Error in determining a reading on a rod which is out of plumb during sighting.
b. Error in measurement of a vertical angle when the cross hairs of the telescope are not positioned correctly on
the target.
c. Making an erroneous estimate of the required pull to be applied on a steel tape during measurement.

42
Q

These errors are caused by variations in the phenomena of nature such as changed in magnetic
declination, temperature, humidity, wind, refraction, gravity, and curvature of the earth. Natural errors are beyond the
control of man. However, in order to keep the resulting errors within allowable limits, necessary precautions can be
taken.

A

Natural Errors

43
Q

Examples of Natural Errors

A

a. The effect of temperature variation on the length of a steel tape.
b. Error in the readings of the magnetic needle due to variations in magnetic declination.
c. Deflection of the line of sight due to the effect of the earth’s curvature and atmospheric refraction.
d. Error in the measurement of a line with a tape being blown sidewise by a strong wind.
e. Error in the measurement of a horizontal distance due to slope or uneven ground.

44
Q

indicates how close a given measurement is to the absolute of true value of the quantity measured. It implies
the closeness between related measurements and their expectations.

A

Accuracy

45
Q

refers to the degree of refinement and consistency with which any physical measurement is made. It is
portrayed by the closeness to one another of a set ofrepeated measurements of a quantity. Thus, if a set of observations is
closely clustered together, the observations is said to have been obtained with high precision.

A

Precision

46
Q

is defined as the number of times something will probably occur over the range of possible occurrences.
Different theories of probability are not only applicable to games of chance; they are also used in scientific and engineering
measurements such as in surveying.

A

Probability

47
Q

From the theory of probability a basic assumption is that the Most Probable Value (MPV) of a group of repeated
measurements made under similar conditions is the

A

ARITHMETIC MEAN or the AVERAGE.

48
Q

is the ratio of the error to the measured quantity. It is used to define the
degree of refinement obtained. It is expressed by a fraction having the magnitude of the error in the numerator and the
magnitude of a measured quantity in the denominator. It is necessary to express both quantities in the same units, and the
numerator is reduced to unity or 1 in order to provide an easy comparison with other measurements.

A

Relative (Error) Precision

49
Q

The accurate determination of the distance between two points on any surface is one of the basic operations of plane
surveying. Such linear measurements are understood to mean the horizontal distance. In surveying, the commonly
employed methods of linear measurement include pacing, taping, tachymetry, graphical, mathematical, mechanical,
photogrammetric, and electronic distance measurement.

A

Measurement of Distance

50
Q

consists of counting the number of steps or paces in a required distance

A

Pacing

51
Q

is defined as the length of a step in walking. It may be measured from heel to heel or from toe to toe.

A

Pace

52
Q

is equivalent to two paces or double step.

A

Stride

53
Q

The length of one’s pace

A

Pace factor

54
Q

The use of graduated tape is probably the most common method of measuring or laying out horizontal distances. It is a
form of a direct measurement which is widely which is widely used in the construction of buildings, dams, bridges, canals,
and many other engineering as well as non-engineering activities.

A

Distance by Taping

55
Q

is another procedure of obtaining horizontal distances. It is based on the optical geometry of
the instruments employed and is an indirect method of measurement.

A

DISTANCE by TACHYMETRY

56
Q

is used to determine
subtended intervals and angle on a graduated rod or scale from which distances are computed by trigonometry

A

Transit/ Theodolite

57
Q

Tachymetric measurements are performed either by the ____

A

stadia method or the subtense bar method

58
Q

This method provides a rapid means of determining horizontal distances. It was introduced in
1771 and was at that time referred to as a micrometer for measuring distances.

A

Stadia Method

59
Q

Who discovered the Stadia Method and what year

A

by James Watt of Scotland

60
Q

The equipment for stadia measurements consists of a telescope with two horizontal hairs called ___
and graduated rod called a ____

A

stadia hairs and stadia rod.

61
Q

The subtense bar is a convenient and practical device used for quick and accurate
measurement of horizontal distance. The bar, which is precisely 2 meters long, consists of a rounded steel
tube through which runs a thin invar rod. At each end of the frame the target marks are housed. It is mounted
horizontally on a tripod and place perpendicular to the line of sight by means of a sighting device on top of the
bar.

A

Subtense Bar method

62
Q

By graphical or mathematical methods, unknown distances may be determined through their relationship with known
distances geometrically. These methods are widely employed in plane table surveys, and in triangulation work. Determining
distances by scaling from maps or aerial photographs could also provide sufficiently accurate results.

A

Distance by Graphical and Mathematical methods

63
Q

There are few mechanical devices which could also be employed for the measurement of distances. These devices,
however, are only applicable for low precision surveys or where quick measurements are desired

A

Distance by Mechanical methods

64
Q

commonly used mechanical devices

A

Odometer, Measuring wheel, and optical rangefinder

65
Q

is a simple device that can be attached to a wheel for the purposes of roughly
measuring surface distances. The wheel is rolled over the distance to be measured and the number of
revolutions of the wheel is directly registered by the device. Since the circumference of the wheel is known,
the relationship between revolution and the distance could then be established. It is similar in function to the
distance recorder of a vehicle speedometer.

A

Odometer

66
Q

is very similar in operation to an odometer except that it is more
portable and self-contained measuring device. It basically consists of a small wheel which is attached to a rod
and handle, and can be pushed by an operator. As the wheel of the device is rolled along a line to be
measured, a built-in calibrated recorder automatically gives a distance reading in meters and decimals of a
meter

A

Measuring wheel

67
Q

operates on the same principle as a rangefinder on a single-lens
reflex camera. This device, which is usually hand-held or mounted on a small tripod, can be used to determine
distances approximately simply by focusing.

A

Optical ringfinder

68
Q

refers to the measurement of images on a photograph. The types of photographs used are those
taken from an aircraft with the axis of the camera pointed vertically towards the terrain photographed

A

Distance by photgrammetry

69
Q

has provided a significant advance in surveying
instrumentation and techniques. These electronic instruments allow a rapid and accurate determination of linear distances,
horizontal and vertical angles suitable even for large extent surveys requiring higher orders of precision.

A

Electronic Distance Measurement