Unit 2. Leveling Flashcards

1
Q

is the process of directly or indirectly measuring vertical distances to determine the elevation of points or their differences in elevations.

A

Leveling

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2
Q

– is a curved surface which is at any point perpendicular to the direction of gravity or the plumb line.

A

Level Surface

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3
Q

– is a curved line in a level surface all points of which are normal to the direction of gravity and equidistant from the center of the earth.

A

Level Line

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4
Q

– is a plane that is tangent to a level surface at a particular point. It is also perpendicular to the plumb line at the same point.

A

Horizontal Surface

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5
Q

– A straight line in a horizontal plane which is tangent to a level line at one point. This line is perpendicular to the direction of gravity at the point of tangency.

A

Horizontal Line

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6
Q

– is a line parallel to the direction of gravity. It is exemplified by the direction taken by a string supporting a suspended plumb bob passing through a point.

A

Vertical Line

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7
Q

– is an imaginary surface of the sea which is midway between high and low tides. It is taken as the reference surface to which most ground elevations are referred.

A

Mean Sea Level

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8
Q

– is any convenient level surface coincident or parallel with mean sea level to which elevations of a particular area are referred. Any surface may be used when relative elevations over a limited area needs to be established.

A

Datum

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9
Q

– for a particular point, its ___ is the vertical distance above or below mean sea level or any other selected datum.

A

Elevation

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10
Q

– the ___ between two points is the vertical distance between the two level surfaces in which the points lie.

A

Difference in Elevation

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11
Q

is the process of determining the difference in elevation between two or more points some distance apart.

A

Differential Leveling

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12
Q

– a fixed point of reference whose elevation is either known or assumed. They may be permanent or temporary.

A

Benchmark (BM)

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13
Q

– reading taken on a rod held on a point of known or assumed elevation. First rod reading taken after the instrument has been set up and leveled.

A

Backsight (BS)

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14
Q

– reading taken on a rod held on a point whose elevation is to be determined. Usually taken in the direction in which the leveling work proceeds.

A

Foresight (FS)

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15
Q

– distance from the center of the instrument to the rod on which a backsight/foresight is taken.

A

Backsight Distance (BSD) / Foresight Distance (FSD)

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16
Q

– an intervening point between two benchmarks upon which a point between two benchmarks upon which point foresight and backsight rod readings are taken to enable a leveling operation to continue from a new instrument position.

A

Turning Point (TP)

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17
Q

–elevation of the line of sight of an instrument above or below a selected reference datum.

A

Height of Instrument (HI)

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18
Q

is the process of determining difference in elevation along a fixed line at designated short measured intervals.

A

Profile Leveling

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19
Q

It is executed to provide data from which a vertical section
of the ground surface can be plotted.

A

Profile Leveling

20
Q

– a curved line which graphically portrays the intersection of a vertical plane with the surface of the earth and the horizontal distances between the points along a surveyed line.

A

Profile

21
Q

– a numerical designation given in terms of horizontal distance any point along a profile line is away from the starting point.

A

Stationing

22
Q

– taken along the centerline of the proposed project to provide accurate representation of the ground surface.

A

Intermediate Foresights

23
Q

– points established along the profile level route at uniformly measured distances.

A

Full Stations

24
Q

any intermediate point established along a
profile level. Mostly for location of critical points.

A

Plus Stations

25
Q

– drawing the vertical scale for a profile much larger than the horizontal scale to accentuate differences in elevation.

A

Vertical Exaggeration

26
Q

is employed to determine the difference in elevation between two points when it is difficult or impossible to keep backsights and foresights short and equal.

A

Reciprocal Leveling

27
Q

In the method of levelling, two sets of rod readings are observed.

A

Reciprocal Leveling

28
Q

is a method of determining differences in elevation between points by employing two level routes simultaneously.

A

Double-Rodded Leveling

29
Q

It is a method of determining differences in elevation wherein three
horizontal hairs (or threads) are read and recorded rather than a single
horizontal hair. The average of the three readings is taken as the correct
value.

A

Three-Wire Leveling

30
Q

-The effects of ___ are taken into account in leveling work since the measurements are made in vertical planes and these effects all occur in the same plan.

A

Curvature and Refraction

31
Q

The ___ of the earth is to increase the rod reading. It, however, occurs in extra long sights and when back sight and foresight distances are not made equal.

A

effect of curvature

32
Q

Due to the earth’s curvature, a horizontal line departs from a level line by ___, varying as the square of the length of the line. This is based on the mean radius of the earth which is 6371 km.

A

0.0785 m (7.85cm) in one kilometer

33
Q

When a ray of light passes through air strata of different densities, it is refracted or bent towards the denser medium. This bending is referred to as ___.

A

refraction

34
Q

The combination of the earth’s curvature and atmospheric refraction causes the telescope’s line of sight to vary from a level line ___.

A

by approximately 0.0785 minus 0.0110 or 0.0675 m in one kilometer

35
Q

Used in areas of very steep or rugged terrain or when you have inaccessible points.

A

Trigonometric leveling

36
Q

The ___ provides a faster method of leveling in rough and hilly terrain
where a high degree of precision is not required.

A

STADIA LEVELING

37
Q

Common Errors and Mistakes in Leveling (5)

A

Misreading The Rod- the instrument-man reads the rod incorrectly. This mistake most frequently occurs when the line of sight to the rod is partially obstructed by vegetation or other objects in the field.

Incorrect Recording- the recorder should always call out the readings as he records them in order to prevent the recording of incorrect values. It is important that the recorder understands the leveling process. He should be able to visualize the operation for which he makes his recordings.

Erroneous Computations- although level notes only require simple additions and subtractions, mistakes in these computations are still committed. For this reason, mathematical checks should always be performed to ensure that only correct values are determined.

Rod Not Fully Extended- it is important that it is fully extended when reading the high (or long) rod. The two sliding sections should lock properly into position. The clamp should also be tightened firmly to avoid the upper portion of the rod from sliding downward.

Moving Turning Points- A turning point carelessly or accidentally moved out of its position by a rodman will cause a serious mistake in leveling work. This mistake could be prevented by using only stable and clearly defined turning points or by marking the position of the rod with paint, lumber crayon, or chalk.

38
Q

Used in areas of very steep or rugged terrain or when you have inaccessible points.

A

Trigonometric leveling

39
Q

provides a faster method of leveling in rough and hilly terrain where a high degree of precision is not required.

A

STADIA LEVELING

40
Q

The process involved is very identical to that in differential leveling. The main difference is that the line of sight does not have to be brought to a horizontal position as in differential leveling.

A

STADIA LEVELING

41
Q

are taken into account in leveling work since the measurements are made in vertical planes and these effects all occur in the same plan.

A

Curvature and Refraction

42
Q

The ___ of the earth is to increase the rod reading. It, however, occurs in extra long sights and when back sight and foresight distances are not made equal.

A

effect of curvature

43
Q

Due to the earth’s curvature, a horizontal line departs from a level line by ___ in one kilometer, varying as the square of the length of the line. This is based on the mean radius of the earth which is ___.

A

0.0785 m; 6371 km

44
Q

When a ray of light passes through air strata of different densities, it is refracted or bent towards the denser medium. This bending is referred to as ___.

A

refraction

45
Q

The combination of the earth’s curvature and atmospheric refraction causes the telescope’s line of sight to vary from a level line by ___ in one kilometer.

A

approximately 0.0785 minus 0.0110 or 0.0675 m