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5CV006 Alternative Assessment 2 (-) Firs

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Faculty of Science and Engineering

School of Architecture and the Built Environment

Assessment Brief

Module

5CV006 LAND SURVEYING



Module Leader

Dr. Georgios Papavasileiou



Semester

3



Year

2020-21



Assessment Number

2



% of module mark

50



Due Date

To be communicated by the local tutor



Hand-in – what?

Electronic submission.



Hand-in- where?

Submission by email to G.Papavasileiou@wlv.ac.uk



Pass mark

40%



Feedback

To be communicated by email



Collection of marked work

To be communicated by email





Learning outcomes:

LO1 Understanding of and ability to use relevant materials, equipment, tools, processes, or products

LO2 Awareness of team roles and the ability to work as a member of an engineering team.

LO3 Underpinning science and maths.





ASSIGNMENT BRIEF

This assignment intends to assess your understanding of the procedures and practices related to the surveying methods and techniques outlined in this module. This is an alternative to the final exam which has been revised from a closed-book time-restricted exam under supervised conditions to an electronic portfolio submission.

Part 1 – Traditional methods

Scenario:

You have conducted a survey for the construction of a new road and collected the following information:

Point

Distance

(m)

Foresight

(m)

Backsight

(m)

QB



A

Ν/Α

Ν/Α

Ν/Α

N 4° 9' 0.56'' E



B

252.285

3.7215

2.429

S 70° 11' 13.5'' E



C

276.471

3.6015

2.446

N 75° 22' 52.18'' E



D

233.033

3.8265

2.037

N 15° 14' 14.31'' E



E

310.135

3.9675

2.361

N 19° 37' 49.72'' E



F

164.447

3.378

1.814

N 80° 44' 41.9'' E



G

141.133

3.2145

2.168

S 59° 48' 35.26'' E



H

261.375

4.4145

2.087

N 45° 19' 20.16'' E



I

332.649

3.6915

2.058

N 73° 24' 26.28'' E



J

106.208

4.011

2.219

N 14° 42' 4.4'' E



K

126.248

3.7935

2.136

N 17° 13' 58.42'' E



L

136.132

3.57

2.696

S 52° 42' 58.17'' W





The altitude at point A is 10m. Assume that point A is the datum. All the above measurements were done sequentially.

Prepare a table using the theoretical approaches taught in this module which contains the following information:

Point coordinates

Departures and latitudes

Whole-circle bearings

Vertical angles

Height difference between points and from point A

Actual altitudes

ATTENTION: For this question you need to show your working. Numbers in the table without justification will not receive any marks. The working can be either typed or handwritten (scanned and appropriately introduced to the document), but the table must be editable as the one in this document.

(30 marks)



Point coordinates



Departures



latitudes



Whole-circle bearings



Vertical angles

Height difference between points and from point A



Actual altitudes



A

10,0

0

0

4° 9' 0.56''



0

10



B

-69.373, 236.1039

-79.372

237.400

109° 48' 46.5''

0.654

1.2961

8.7039



C

0.298,234.9684

69.671

267.624

75° 22' 52.18''

-8.745

2.4316

7.5684



D

267.09, 233.1789

266.794

61.289

15° 14' 14.31''

0.545

4.2221

5.7789



E

559.237, 231.5725

292.147

104.205

19° 37' 49.72''

-0.923

5.8275

4.1725



F

585.549, 230.0085

26.312

162.309

80° 44' 41.9''

0.856

7.3915

2.6085



G

514.7,228.962

-70.849

121.939

120° 11' 14.74''

-1.795

8.438

1.562



H

698.447,226.6345

183.747

185.838

45° 19' 20.16''

0.948

9.2345

0.7655



I

793.585,225.001

95.138

318.678

73° 24' 26.28''

-0.891

12.399

-2.399



J

896.288,223.209

102.703

26.977

14° 42' 4.4''

2.225

14.191

-4.191



K

1016.855,221.5515

120.567

37.369

17° 13' 58.42''

-2.152

15.8485

-5.8485



L

934.359,220.6775

-82.496

108.361

127° 17' 1.83''

1.865

16.7225

-6.7225





Quadrant angle: A 4° 9' 0.56'' B 109° 48' 46.5'' C 75° 22' 52.18'' D 15° 14' 14.31''

E 19° 37' 49.72'' F 80° 44' 41.9'' G 120° 11' 14.74'' H 45° 19' 20.16''

I 73° 24' 26.28'' J 14° 42' 4.4'' K 17° 13' 58.42'' L 127° 17' 1.83''

latitudes= Sin x distance

SinA :0.0723 SinB:0.941 SinC:0.968 SinD:0.263 SinE:0.336 SinF:0.987 SinG:0.864 SinH:0.711

SinI:0.958 SinJ:0.254 SinK:0.296 SinL:0.796

Example : 0.968x252.285=237.400

Departures=Cos x distance

CosA:0.997 cosB:-0.339 cosC:0.252 cosD :0.965 cosE:0.942 cosF:0.160

cosG:-0.502 cosH:0.703 cosI:0.286 cosJ:0.976 cosK:0.955 cosL:-0.606

Example:-0.339x252.285=-79.372

Hb=2.429-3.7215=-1.2961 Hc=2.446-3.6015=-1.1355 Hd=2.037-3.8265=-1.7895

He=2.3611-3.9675=-1.6064 Hf=1.814-3.378=-1.564 Hg=2.168-3.2145=-1.0465

Hh=2.087-4.4145=-2.3275 Hi=2.058-3.6915=-1.6335 Hj=2.219-4.011=-1.792

Hk=2.136-3.7935=-1.6575 Hl=2.696-3.57=-0.874

Y=H + Latitudes

Y1=0 Y2=237.400-1.2961=236.1039 Y3=236.1039-1.1355=234.9684

Y4=234.9684-1.7895=233.1789 Y5=233.1789-1.6064=231.5725

Y6=231.5725-1.564=230.0085 Y7=230.0085-1.0465=228.962

Y8=228.962-2.3275=226.6345 Y9=226.6345-1.6335=225.001

Y10=225.001-1.792=223.209 Y11=223.209-1.6575=221.5515

Y12=221.5515-0.874=220.6775

X=A+ Departurs

Actual altitudes=h(a~l)-H(b~l)

Aa=10 Ab=10-1.2961=8.7039 Ac 8.7039-1.1355=7.5684 Ad=7.5684-1.7895=5.7789

Ae=5.7789-1.6064=4.1725 Af=4.1725-1.564=2.6085 Ag=2.6085-1.0465=1.562

Ah=1.562-2.3275=-0.7655 Ai=-0.7655-1.6335=-2.399 Aj=-2.399-1.792=-4.191

Aj=-4.192-1.6575=-5.8485 Ak=-5.8485-0.874=-6.7225 Al=-6.7225-3.7215=-10.444

Height difference between points and from point A=10-A(b~l)

Example:10-8.7039=1.2961

Vertical angles=tan(-1)*Departure

Draw in scale the above information (including point coordinates, distances, bearings) on a map.

/

(8 marks)

Draw in scale a vertical cut along the line of the survey

(8 marks)

/

What type of traverse is it? Justify your answer.

(4 marks)

Leveling?in?elevation?is?used.?The?basic?principle?of?leveling?is?to?use?the?horizontal?line?of?sight?provided?by?level?to?measure?the?elevation?difference?between?two?points,?so?as?to?calculate?the?elevation?of?unknown?points?with?known?elevations

Part 2 – Modern land surveying

In the following list, modern land surveying equipment currently available in the market is listed. You are required to select two of these.

Modern surveying equipment:

Robotic total station

Self-learning total station

Real-time kinematic (RTK) GPS

Autonomous drone

Microdrones

3D laser scanner

Rotary laser level

For each of the selected pieces of equipment:

Select a commercial model and present it.

Describe its operation.

Provide links to the manufacturer’s website, product website, user manuals, and instructional videos (if available online).

Provide links to two alternative make/models (manufacturer’s website, product website, user manuals, and instructional videos).

Critically assess the strengths and shortcomings of this piece of equipment over traditional ones used for the same operation.

ATTENTION: For this question you need to discuss the operation of the instrument yourselves. Just copying from the user manual will disqualify your whole answer.

ATTENTION: The commercial models you will select cannot be the ones presented in the lectures.

(50 marks)

(Total: 100 marks)

3D laser scanner

3D laser scanner is a breakthrough in surveying and mapping technology. It breaks through the traditional single point measurement method and has the unique advantages of high efficiency and high precision.

Three dimensional has gradually replaced two-dimensional, because its intuitive is two-dimensional can’t express, three-dimensional laser scanner each measurement data contains not only x, y, Z point information, but also R, G, B information, such a comprehensive information can give people a real reappearance of objects in the computer feeling, is the general measurement means can’t do.

3D laser scanner has a wide range of applications, such as surveying and mapping engineering, structural measurement, emergency services, and mining industry can use 3D laser scanner 内容过长,仅展示头部和尾部部分文字预览,全文请查看图片预览。 obtaining an examination paper in advance of its authorised release.

Plagiarism is defined as incorporating a significant amount of un-attributed direct quotation from, or un-attributed substantial paraphrasing of, the work of another.

Collusion occurs when two or more students collaborate to produce a piece of work to be submitted (in whole or part) for assessment and the work is presented as the work of one student alone. For further details see: http://doc.001pp.com/advice/academic/

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