Achievements

ANALYSIS OF THE SPATIAL VARIABILITY AND STATIS- TICAL CHARACTERISTICS OF GROUNDWATER IN THE TAKLIMAK AN DESERT

Updated :09,06,2012
Qian Ju1,Long Xunjian1,Du hulin2,Zu Ruiping1,GaoQianzhao2*

1. Key Laboratory of Western China’s Environmental Systems, MOE, Lanzhou University, Lanzhou 730000, China;

2. Cold and Arid Regions Environmental and Engineering Research Institute, Chinese Academy of Sciences, Lanzhou, 730000, China; *Author for correspondence

 

Abstract: This paper analyzed the characteristics of chemical composition and spatial variability of groundwater in the lower reaches of Andier river in the south edge of Taklimakan desert and along the desert highway in Tarim basin by means of collecting water samples, investigating groundwater and analyzing of chemical composition of groundwater. The single gene of groundwater chemist component in desert with partial interfix analyze indicated that, in the north part of desert highway, partial correlation of groundwater mineralize degree is highly notability with Na+,Mg2+,Ca2+, and relatively notable with HCO3-, but there is no notability with other ions. In the south part of desert highway, partial correlation of groundwater mineralize degree is extraordinary notability with SO42-,HCO3-,Cl-, and quite notability with Na+,Ca2+,Mg2+, but there is no partial correlation with any else ions. In the lower reaches of Andier river, partial correlation of groundwater mineralize degree is extraordinary notability with HCO3-,SO42-,Cl-,Na+, and quite notability with Mg2+,Ca2+, but there is no partial correlation with any other ions. Calculating the variability coefficients of main ions in groundwater by SPSS statistical software. The results indicate that the variability coefficients of groundwater table depth and electrical conductivity in the south part of desert highway are obviously smaller than that in the lower reaches of Andier river and the north part of desert highway. It belongs to low degree of variation. The variability coefficients of groundwater table depth are bigger in the lower reaches of Andier river, and belong to high degree of variation. The observed values of groundwater chemical compositions are the smallest in the north of desert highway and the variability coefficients are also the smallest. Those in the south part of desert highway are the second smallest and the variability coefficients are in middle. But they are generally bigger in the lower reaches of Andier river and the variability coefficients too. Electric conductivity puts up the opposite characteristics, when the average value is small, the variability coefficient is big.

Keywords: Taklimakan desert; desert highway; chemical composition of groundwater; spatial variability


Introduction

The spatial variability of groundwater during its bedding, storage and movement progress is one of the most important characteristics of groundwater (Zhang et al.,1995). The token variability of groundwater potential, chemistry and temperature field can be

 

obtained in different observation point, and then get the hydrological geology data spatial series, and also gained these spatial data and landform, degree of slope, coverage of plants, river distribution, rock character and geological structure synthesize information, and analyze spatial variability. All of these are the key of disclosure groundwater spatial distribution characteristics and law of space variety (Zhang et al.,1995).

Since 1970s’, geostatistics was used for water resource researching (Rainer Loof et al.,1994). In groundwater study, the hydrological geology parameter of permeability coefficient, storage coefficient could be considered as random function that change with spatial location, and with geology structure characteristics and random function characteristics. Delhomme first used geology statistics for hydrological geology area, after this, some researchers used simple-kriging or ordinary kriging method for conductivity coefficient spatial variability research (Hou,1996; Wang,1996; Aboufirassi M. et al.1984; Yates S. R. et al., 1986; Heeksema R. J.,1989). In recently, many researchers of China adopt geology statistics in hydrological geology parameters spatial variability study, studied water-bearing bed permeability coefficient, transmissibility coefficient and groundwater table by extensive-kriging (Liu et al., 1994; Chao et al., 1994; Chen

et al., 1998; Hu et al., 2000).

1 General Situation of Study Area

Taklimakan desert lies in the Tarim basin which is the biggest inland basin between tianshan and kunlun mountain, aerking mountain, and present ellipse type, east-west line is about 1100km, south-north is 375km, total area is 33.76×104km2, and it occupied 64% of Tarim basin, 47.2%of China desert, that is the biggest desert in China, and it is also the second biggest desert which is smaller than Rubalkhal desert in Arab peninsula (Xia,1994;Tursun·Kasim et al., 2000).

The first high-type desert highway for exploration and development oil in 1990s’, started in Lunnan from north, south to west of Mingfeng county 17km, and collected with 315 national highway, and the total length is 518km. It crosses Taklimakan desert, and lies in the middle deviation to east part in the Tarim basin (Cheng et al., 1997).

2 Characteristics of Groundwater Distribution in Desert

Around Tarim basin, the mountain creek was collected by glacier melting and precipitation, and through runoff and groundwater deliver to piedmont sloping flat, then came into desert, and composed typical inland entad water system of Tarim basin (CAS.,1993).

Taklimakan Desert located in the downfold of basin middle part, and it is collection place of surface water and groundwater. The dune underlie desert belongs to alleviation, wind deposition between Holocene Epoch and middle and late Pleistocene epoch, lithology is mainly fine sand and silt, sorting degree is well, granularity uniform; there is coarse sand or gravel accidentally, sometime there still have mild clay or interbedded clay (CAS.,1993; Zhu et al., 1981; Li et al., 2000; Wang, 2000; Zhang, 1998). According to hydrological geology exploratory hole data in the middle of Taklimakan Desert, the Quaternary unconsolidated sediment depth in desert extends to 40~600m (CAS.,1993; Li et al., 2000). The sand seam presented well store and permeability of water, and becomes medium concourse for groundwater storage and movement.

Groundwater in superficial layer appears mainly in Quaternary loose stuff pore underground water, has unit dive table, and depth is below 100m. Water bearing layer mostly belongs to sediment layer, water deposit and wind-drift interlace layer, or wind-drift unity layer without consolidation.

After these rivers including Yeerqiang river, Hetian river, Keliya river, Niya river and Cheercheng river emanate from north of Kunlun mountain run out of gap, vertical percolation obvious along the road, and transformed supply groundwater in desert. Modern river replenishes groundwater in desert just locally river bilateral and terminal contiguous desert edge, groundwater affection in hinterland needs longer periods. In south desert, river can’t come to hinterland in normal years if flow is short, and there is no straight leakage replenishment for groundwater. Therefore, ground flow side replenish in the southern plain is the mainly recharge source of desert groundwater. Distributing form of groundwater contour in the south of desert is similar with topographic contour, and submit uniformity distribute with regularity, the density turns scarce from south to north; and hydraulic gradient is similar with land degree of slope, present south to north trend, as distance extends, hydraulic gradient becomes smaller. South hydraulic gradient is about 1‰~1.5‰(Du, et al., 2005).

Along south of desert highroad L518km to L498km tanan path team, area groundwater is supplied by Niya river influent and run out of stream, groundwater depth is about 2.0m. The tanan path team L498km to middle L293km stand in fluid desert, superficial layer groundwater is widespread distributed, all is desert water-bearing zone, except old stream water-bearing zone at the collection of Yatonggusi river and desert highroad; under flow is slowness, and replenishment is delicacy (Du, et al., 2005; Li, et al., l995). Superficial layer groundwater along north of desert highroad mostly comes from Tarim river and seasonal flood supply in middle, and they are mainly supply fountain of superficial layer groundwater in desert. Along desert highroad, most sector underwater hydraulic gradient is about 1.0‰, L145km to L153km potential line is closer, hydraulic gradient is about 2.0‰, forward to northward, hydraulic gradient declined to0.5‰. Hence, pathway of potential is approximately from south to north, after Tarim river alluvial flat, it turns to east.

3 Groundwater Spacial Information Status

Correlation analysis is one of the common statistical methods that describes variance intimate level, and covariance and related coefficients are used to judge relation and direction at random two variables (Zhou, 2002). When analyze relation among multi variables, controlling influence of other variables, and analysis correlation between two variables separately, that is the measuring static magnitude of partial correlation degree.

Analysis the causality of desert groundwater space information by correlation analysis method, use single gene and partial correlation analyze confirm hydrochemical information which is determinant influence factor of mineralize.


Tab.1 Ion Pearson correlation matrices in groundwater in the north part of desert highway

Na+

K+

Ca2+

Mg2+

Cl-

SO42-

HCO3-

F-

N

93

93

93

93

93

93

93

92

Na+

1.000

0.611**

0.862**

0.950**

0.992**

0.926**

0.066

-0.237*

P

0.000

0.000

0.000

0.000

0.000

0.529

0.023

K+

1.000

0.369**

0.525**

0.642**

0.424**

0.180

-0.064

P

0.000

0.000

0.000

0.000

0.085

0.543

Ca2+

1.000

0.891**

0.869**

0.915**

-0.144

-0.363**

P

0.000

0.000

0.000

0.169

0.000

Mg2+

1.000

0.956**

0.945**

0.078

-0.295**

P

0.000

0.000

0.460

0.004

Cl-

1.000

0.905**

0.023

-0.256*

P

0.000

0.826

0.014

SO42-

1.000

0.050

-0.298**

P

0.635

0.004

HCO3-

1.000

0.412**

P

0.000

F-

1.000

 


Note: *correlation conspicuous level reach 0.052-tailed;** correlation conspicuous level reach0.012-tailed

Form tab.1 we can see that in groundwater in north desert highroad, Na+,Ca2+,Mg2+ are obvious correlation with Cl-,SO42-, HCO3-,F- are not obvious coherent with other ions, but they take on some correlations mutual.


Tab.2 Ion Pearson correlation matrices in groundwater in the south part of desert highway

Water table depth

Na+

K+

Ca2+

Mg2+

Cl-

SO42-

HCO3-

F-

N

66

66

66

66

66

66

66

66

66

Water

table depth

1.000

-0.176

-0.064

-0.098

-0.115

-0.143

-0.170

-0.266*

-0.093

P

0.158

0.609

0.435

0.359

0.252

0.173

0.031

0.455

Na+

1.000

0.400**

0.747**

0.857**

0.978**

0.924**

0.698**

0.523**

P

0.001

0.000

0.000

0.000

0.000

0.000

0.000

K+

1.000

0.303*

0.374**

0.384**

0.423**

0.266*

0.250*

P

0.013

0.002

0.001

0.000

0.031

0.043

Ca2+

1.000

0.695**

0.767**

0.788**

0.457**

0.266*

P

0.000

0.000

0.000

0.000

0.031

Mg2+

1.000

0.925**

0.924**

0.660**

0.549**

P

0.000

0.000

0.000

0.000

Cl-

1.000

0.92**

0.651**

0.500**

P

0.000

0.000

0.000

SO42-

1.000

0.730**

0.530**

P

0.000

0.000

HCO3-

1.000

0.627**

P

0.000

F-

1.000

P

0.00


Note: *correlation conspicuous level reach 0.052-tailed;** correlation conspicuous level reach0.012-tailed


Tab.3 Ion Pearson correlation matrices in groundwater in the lower reaches of Andier river

Water table depth

Na+

K+

Ca2+

Mg2+

Cl-

SO42-

HCO3-

F-

N

43

43

43

43

43

43

43

43

43

Water table depth

1.000

-0.304*

-0.268

-0.325*

-0.312*

-0.324*

-0.306*

-0.130

-0.225

P

0.047

0.083

0.033

0.042

0.034

0.046

0.405

0.147

Na+

1.000

0.975**

0.340*

0.818**

0.962**

0.956**

0.734**

0.370*

P

0.000

0.026

0.000

0.000

0.000

0.000

0.014

K+

1.000

0.284

0.719**

0.904**

0.954**

0.694**

0.358*

P

0.065

0.000

0.000

0.000

0.000

0.019

Ca2+

1.000

0.425**

0.371*

0.381*

0.069

0.111

P

0.004

0.014

0.012

0.659

0.480

Mg2+

1.000

0.921**

0.701**

.632**

0.299

P

0.000

0.000

0.000

0.051

Cl-

1.000

0.854**

0.749**

0.359*

P

0.000

0.000

0.018

SO42-

1.000

0.590**

0.349*

P

0.000

0.022

HCO3-

1.000

0.582**

P

0.000

F-

1.000

 


Note: *correlation conspicuous level reach 0.052-tailed;** correlation conspicuous level reach0.012-tailed


In the south part of desert highway, groundwater table depths submit no significant counts to each ion, there is quite obvious correlation between Na+,Mg2+and Cl-,SO42-, and Cl-,SO42- have notability correlation. Other ions have no significant counts (tab.2).

In the lower reaches of Andier river, groundwater table depths submit negative correlation with Na,Ca2+,Mg2,Cl-,SO42-, and correlation among K,HCO3-,F- are bad. Nahas relatively correlation with K,Cl-,SO42-, and correlation between Kand Cl-,SO42- is obvious. Mg2and Cl- are also obvious. Cl-and SO42- possess relativity (tab.3).

Upper correlation analysis is based on calculation of related coefficients between two variables. If some relations existence between more than two variables, the two variables are still influences by the third or other more variables. Then the correlation coefficients could not reflect linear relation two variables, and need partial correlation analysis.


Tab.4 Partial correlation coefficients between TDS and water quality information

in the north part of desert highway

Variable

Na+

K+

Ca2+

Mg2+

Cl-

SO42-

HCO3-

F-

TDS

0.9072

0.0075

0.7402

0.8493

0.0050

0.2552

0.3064

0.1234

Sample number

83

83

83

83

83

83

83

83

P

0.00

0.95

0.00

0.00

0.96

0.02

0.00

0.26

(Coefficient / (D.F.) / 2-tailed Significance)

Tab.5 Partial correlation coefficients between TDS and water quality information

in the south part of desert highway

Variable

Ground

water table  depth

Na+

K+

Ca2+

Mg2+

Cl-

SO42-

HCO3-

F-

TDS

0.2217

0.7873

0.2009

0.6322

0.3981

0.9171

0.9686

0.9179

0.0210

Sample number

56

56

56

56

56

56

56

56

56

P

0.09

0.00

0.13

0.00

0.00

0.00

0.00

0.00

0.88

(Coefficient / (D.F.) / 2-tailed Significance)

Tab.6 Partial correlation coefficients between TDS and water quality information

in the lower reaches of Andier river

Variable

Ground

water table  depth

Na+

K+

Ca2+

Mg2+

Cl-

SO42-

HCO3-

F-

TDS

0.0077

0.9598

0.4083

0.7771

0.8508

0.9859

0.9862

0.9874

-0.1035

Sample number

33

33

33

33

33

33

33

33

33

P

0.965

0.000

0.015

0.000

0.000

0.000

0.000

0.000

0.554

(Coefficient / (D.F.) / 2-tailed Significance)


From tab.4, tab.5 and tab.6, partial correlation of groundwater mineralize degree in north desert highroad, is very obvious with Na+,Mg2+,Ca2+, quite obvious with HCO3-, and not obvious with other ions. In south, partial correlation of groundwater mineralize degree is very obvious with SO42-,HCO3-,Cl-, quite obvious with Na+,Ca2+,Mg2+, and not obvious with other ions. At lower Andier river, partial correlation of groundwater mineralize degree is very obvious with HCO3-,SO42-,Cl-,Na+, quite obvious with Mg2+,Ca2+, and not obvious with other ions.

4 Analysis of Groundwater Space Information Variability

4.1 Statistic characteristics of groundwater information

Adopting parameters with important static characteristics in theory analysis centrality or discreteness of test data or sample data is the main method that can achieve data quantitative analysis. Statistic numbers in common use including: centerline-average, median, mode, range, standard deviation, coefficient of kurtosis and asymmetry coefficient, and coefficient of variability (Wang,1999; Feng,2000).

Groundwater table depth and hydrochemical data at lower Andier river and along desert highroad was collected by manual dig or well investigation (fig.1, fig.2). And also calculated the statistic eigenvalues (tab.7).


 

 

 

Fig.1 Main sampling points in the lower reaches            Fig.2 Main sampling points in the south

of Andier river part of desert highway


4.2 Characteristics of groundwater spacial information variability

Form tab.7, we can see that average groundwater table depth is 2.856m in the lower reaches of Andier river, along the south part of desert highway groundwater table depth becomes shallow, average depth is 1.433m, and the variability coefficients of groundwater table depth and electric conductivity in the south part of desert highway are obvious smaller than that in the lower reaches of Andier river and in the north part of desert highway, that belongs to low degree of variation; variability coefficients of groundwater table depth in the lower reaches of Andier river belongs to high degree of variation. The observed average values of groundwater chemical compositions are the smallest in the north of desert highway and the variability coefficients are also the smallest. Those in the south part of desert highway are the second smallest and the variability coefficients are in middle. But they are generally bigger in the lower reaches of Andier river and the variability coefficients too. Electric conductivity represents the opposite characteristics, when the average value is small, the variability coefficient is big.

Frequency distribution maps clearly reflected ion content concentricity in groundwater and total variability instance. Each ion exist difference, frequency distribution submit symmetry or inadequacy symmetry single distribution. Fig.3 indicates that the frequency distribution of groundwater table depth in the lower reaches of Andier river is close to Ca2+ content; frequency distribution of Na+,K+,Cl-,SO42- are similar, and frequency distribution of Mg2+ is similar to total rigidity; ion content deviate left, correspond variability is large. Electric conductivity possesses the opposite frequency distribution with groundwater table depth and Ca2+ content. correspond variability is small.


Tab.7 Statistic characteristics of groundwater table depth and hydrochemical values in desert (a)(mg/L)

Research area

Observation items

Samples

Average

Median

Mode

Standard deviation

Asymmetry

Kurtosis

Range

Maximum

Minimum

Variability

coefficient%

A

93

1342.903

1168.400

933.80

642.740

3.557

14.898

4282.600

5071.500

788.900

47.862

B

Na+

66

2079.291

1561.00

1450.000

2017.592

2.570

6.625

9991.000

10100.000

109.000

97.033

C

43

3123.540

1159.900

210.000

5662.781

4.140

20.678

33540.000

33750.000

210.000

181.294

A

93

54.223

50.700

46.80

12.897

2.835

14.447

101.400

132.600

31.200

23.786

B

K+

66

157.440

130.000

130.000

191.576

4.936

30.186

1415.600

1425.00

9.40

121.683

C

43

127.154

64.900

43.000

234.039

5.005

28.528

1485.500

1490.100

4.600

184.060

A

93

125.204

98.00

80.00

85.415

3.081

11.070

510.000

556.000

46.000

68.220

B

Ca2+

66

251.486

213.750

84.400

176.720

1.981

4.840

968.100

1000.000

31.900

70.270

C

43

100.307

89.200

18.800

76.130

1.379

1.419

291.900

310.700

18.800

75.897

A

93

162.465

129.600

145.200

108.646

3.056

11.353

675.600

751.200

75.600

66.874

B

Mg2+

66

441.506

265.900

186.500

609.281

3.186

10.292

3276.900

3292.300

15.400

138.000

C

43

336.128

147.500

18.400

432.770

2.243

4.505

1752.500

1770.900

18.400

128.752

A

93

1883.943

1615.250

1420.000

994.816

3.732

17.199

6915.40

8005.250

1089.850

52.805

B

Cl-

66

3153.233

2229.250

1745.500

3381.509

2.654

6.699

15756.600

15873.800

117.200

107.239

C

43

3859.749

1230.400

213.500

6276.360

2.985

10.020

31701.500

31915.000

213.500

162.611

A

93

1140.439

921.600

873.600

652.062

3.242

11.461

3552.000

4190.400

638.400

57.176

B

SO42-

66

2337.876

1682.750

1057.100

2295.239

2.499

5.851

11058.900

11279.400

220.500

98.176

C

43

2297.219

868.100

165.200

4507.945

4.561

24.104

27358.700

27523.900

165.200

196.235

A

93

177.622

164.700

183.000

70.394

0.881

1.445

408.70

433.100

24.400

39.631

B

HCO3-

66

239.726

127.850

17.900

334.731

2.372

5.546

1624.600

1637.800

13.200

139.631

C

43

919.221

555.000

267.900

937.283

2.202

4.526

4006.900

4274.800

267.900

101.965


 

Tab.7 Statistic characteristics of groundwater table depth and hydrochemical values in desert (b)(mg/L)

Research area

Observation items

Samples

Average

Median

Mode

Standard deviation

Asymmetry

Kurtosis

Range

Maximum

Minimum

Variability

coefficient%

A

93

3.462

3.420

3.600

1.071

0.754

0.625

5.220

6.600

1.380

30.926

B

F-

66

3.024

2.505

2.160

2.245

2.643

8.895

12.750

13.310

0.560

74.235

C

43

5.391

4.000

4.180

4.164

1.243

0.696

16.470

17.410

0.940

77.241

B

Ground Water table depthm

66

1.433

1.470

0.200

0.821

0.529

0.472

3.810

3.910

0.100

57.242

C

43

2.856

2.000

2.000

2.493

1.134

0.894

10.450

10.550

0.100

87.309

A

93

4.879

4.100

4.000

2.438

3.493

14.278

15.800

18.800

3.000

49.983

B

TDSg/L

66

8.646

6.325

0.740

8.563

2.486

5.646

40.327

41.068

0.740

99.037

C

43

10.773

3.948

0.985

17.358

3.745

17.178

99.707

100.692

0.985

161.126

A

93

7.324

6.300

6.100

3.062

3.193

11.831

19.100

23.900

4.800

41.811

B

Electric conductivity

66

21.315

21.900

23.000

3.368

-1.556

3.181

17.300

26.100

8.800

15.802

C

43

18.045

18.550

14.600

5.434

-0.401

-0.926

19.300

26.000

6.700

30.111

Note: A, north part of desert highway; B, south part of desert highway; C, the lower reaches of Andier river.

 

 

 

 

 



Fig.3 Frequency distribution of main ions in groundwater in the lower reaches of Andier river



Groundwater table depth in the south part of desert highway possesses the opposite frequency distribution with electric conductivity, and symmetry is preferably, correspond variability is small. Na+Mg2+Cl-SO42-HCO3-mineralize degree and total rigidity have similar frequency distribution (fig.4), ion deflection present left apex, correspond variation degree are large, that is the same rule with variability coefficient.


Fig.4 Frequency distribution of main ions in groundwater in the south part of desert highway



Groundwater table depth in the north part of desert highway possesses the same frequency distribution with Na+,Ca2+,Mg2+,Cl-,SO42-,mineralize degree,electric conductivity and total rigidity (fig.5), ion deflection present left apex, correspond variation degree are large. K+,HCO3-,F- content assume symmetry distribution, variation degree are lower.



Fig.5 Frequency distribution of main ions in groundwater in the north part of desert highway

 


5 Conclusions and Discussion

Based on the analysis of groundwater distribution rules, recharge mechanism and chemical components distribution characteristics of Niya river, Andier river and Yatonggusi river basin, and along desert highroad in the south of Taklimakan desert, and calculated the static value, primary analysis the groundwater space variability, all of this is the elements of space variability study.

Groundwater table depth, ion content that is provided with spacial distribution and randomicity characteristics variable belong to regional variable. While proving ion content distribution type whether obey normality or lognormal distribution, using Kriging interpolation method found variability function which is used for space data analyze and it is important ration model that analysis groundwater space variability. Basis the variability function model, using Kriging interpolation method protracts groundwater table depth and ion content distribution isoline maps can vertically master special variability characteristics of groundwater information.

Acknowledgements

This study was funded by the Tarim Basin Petroleum Engineering Project of PetroChina Company Limited during the Period of Ninth Five-year Named the Exploitation and Assessment of Usable Water Resources for the Desert oil Fields and the National Key Development and Programming Project for Basic Research of China (No. G2000048701).


 

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