World Academy of Science, Engineering and Technology 56 2009 Seismic Refraction Tomography of Mae-Hia Landfill Sites, Mueang District, Chiang Mai Pisanu Wongpornchai, Ronnachai Phatchaiyo, and Napakom Srikoch control systems, but also the integration of the natural subsoil of a waste site as a potential and additional safety component against pollutant spreading. In planning the remediation of contamination by landfills, precise knowledge of their lateral boundaries and depth is required. Seismic refraction method has been extensively used for imaging the subsurface structure. It is appealing because of its low-cost field operation and easy data interpretation (Zhang and Toksoz, 1998). Usually, waste has been dumped in former gravel pits and covered with thin layers of soil. Geometry and depth of landfill sites are not easily determined by seismic refraction traveltime data. At some landfills, seismic refraction tomography has offered the necessary resolution and penetration to tackle the depth determination problem. The principle of tomography divides the exploration area into cells. Each cell is assumed as a cubic shape of constant velocity and located between shots and receivers. Seismic refraction tomography algorithms use two-point ray–tracing techniques to compute raypaths and traveltimes. The slowness can be used to calculate velocities of wave in each cell. Comparing the seismic refraction tomography with seismic reflection method, the data of the latter are usually disturbed by noise in the time range of interest (< 50 millisecond); costly, time-consuming with complicated data processing and interpretation. Seismic refraction tomography can cover the entire extent of the rock volume in study area. Therefore the seismic refraction tomography is appropriate for the exploration area of the landfill site. Abstract—The groundwater contamination from the unmanaged abandoned landfill site creates many problems to the community surrounding the landfill site. An abandoned landfill site in Mae-Hia Sub-district, Mueang District, Chiang Mai Province is an example of the unmanaged landfill site. Remedial work of groundwater quality needs to understand the geologic conditions. The seismic refraction survey and tomography provide the solution to delineate the geologic conditions. Seven lines of seismic refraction survey were performed using broadside configuration over an area of approximately 0.12 square kilometer. The refraction data was process as travel-time curves to display the two-dimensional velocity model. The refraction tomography shows both two-dimensional velocity model at a particular depth and three-dimensional velocity model of the shallow subsurface structure. The result demonstrates that the Mae-Hia landfill site has three layers. The upper layer was interpreted as topsoil having a wave velocity range from 124 to 849 meters per second and a thickness of 1.2 to 9 meters. The middle layer was interpreted as waste material and clayey sand having a wave velocity range from 600 to 1,719 meters per second and a thickness 2 to 13.9 meters. The lower layer was interpreted as saturated sand and saturated sand and gravel at the base of the landfill site. It has a wave velocity range from 1,351 to 2,000 meters per second and a thickness of 1.5 to more than 6.5 meters. Keywords—Velocity model, seismic refraction tomography, Mae-Hia landfill site. I. INTRODUCTION B ECAUSE of fast growing industrial and rural development, the cities in Thailand face, like many cities in European states, the problem of rapidly increasing amounts of municipal and industrial waste. Landfills and waste dumps can be a serious threat to the environment and to human health. It is the rural surroundings of the cities which have to take the burden to host the necessary municipal waste disposal sites. A powerful approach to enhance the safety of waste disposal sites is the multi-barrier concept, which requires not only the installation of technical, man-made barriers and II. METHOD A. Refraction Tomography The seismic refraction tomography can be used to increase the resolution of the subsurface structure. The broadside configuration is used to increase ray-path coverage of the study area. The seismic refraction tomography can increase the resolution of shallow velocity structure that it provides both two- and three-dimensional images. The principle of tomography divides the object into cells, which are called pixels in two-dimension and voxels in three-dimension. Tomographic imaging of the velocity distribution in the object can be determined. The velocity distribution depends on path length and velocity along the path. Tomographic imaging of the velocity distribution in the object can be determined. P. Wongpornchai is with the Department of Geological Sciences, Faculty of Science, Chiang Mai University, 239 Huaykaew Road, Suthep Sub- district, Mueang District, Chiang Mai 50200, Thailand (phone: +66-5394-3417; fax +66-5394-3444; e-mail: scipwngp@chiangmai.ac.th). R. Phatchaiyo and N. Srikoch is with the Engineering Basics Department, Faculty of Engineering, North-Chiang Mai University, Chiang Mai 50230, Thailand (phone: +66-5381-9999; fax: +66-5381-9998; e-mail: ronnachai@northcm.ac.th). 678 World Academy of Science, Engineering and Technology 56 2009 IV. GEOPHYSICAL INVESTIGATION B. Solution of the Tomography Tomographic imaging techniques are applied to determine the velocity structures and depth to a refracting interface. The method of processing is based on the relation between propagation velocity and the total traveltime or between attenuation characteristics and received amplitude. Tomography can be defined as the reconstruction of a field model from the knowledge of linear path integrals through the field. In tomography, traveltimes are a function of the slowness (inverse of velocity) along ray-paths as in (1). ti = The study area covers an area of approximately 0.12 square kilometer of Mae-Hia landfill site, Mueang District, Chiang Mai. Seven survey lines of seismic refraction are performed over the landfill site (Fig. 1). ri ∫s i u( r )dl (I = 1, 2, 3…) (1) where uI is the slowness, r is the position vector, and l is the ray-path length. The traveltime (ti) of a seismic wave is measured between shot (si) and receiver (ri). In equation (1), the total traveltime can be written as a summation as in (2). m t i = ∑ l ik u k k= 1 (I = 1, 2, 3…n) (2) where uk is the slowness of kth cell, (k=1, 2…. m, and m is the number of cells) lik is the ray-path length of ith ray and kth cell n is the number of rays that passes through each cell. The equation (2) can be expressed in a simple form as in (3) T = LU Fig. 1 Location of waste disposal sites Mae Hia in the surroundings of Chiang Mai City The seismic refraction data were collected by using the Bison Geopro 8012A. The length of each survey line was set to 52 meters. The survey line was not passed through the middle of landfill because of the waste material on the surface. The waste material is likely to absorb the energy of the source. Each seismic line consisted of twenty-six shot-points. The sledgehammer was used as the seismic source. To reduce noise and improve the data quality in each shot, a sum of common shot records was used and recorded as the stacked record. The number of stacks per shot point ranged between 3 and 10 depending on the quality of recorded signal. The spacing between geophone and source lines was set at four meters. Each line, geophones spacing and shot-point spacing was also four meters. Number of geophone is twelve. The data set comprise 2,184 traces. To determine the accurate velocity for each layer using refracted waves, the accurate determination of first-break arrival times is required. (3) where T is the traveltime matrix L is the ray-path length matrix U is the slowness matrix The traveltime matrix equation (3) can be used to determine the slowness as in (4) U = L-1T (4) III. TARGET AREAS The Mae-Hia waste disposal site is situated at the western foothills of the Chiang Mai-Lamphun basin, which is interpreted as a fault-controlled half-graben system filled by alluvial and colluvial sediments of Quaternary to, probably, Late Tertiary age. The location of the landfill is in the transition zone between clay-rich colluvial deposits and the Ping River alluvial complex. Operations at the site started in 1958 as a sanitary landfill on the existing surface without any technical safety measures, such as a drainage or technical liner system. The site, therefore, is considered to demonstrate the importance of a suitable geological barrier consisting predominantly of low permeability and contaminant-retarding material. Operation of the waste disposal closed in 1989. V. PRESENTATION OF RESULT A. Determination of Two-Dimensional Velocity Model of Seismic Refraction Method A two-dimensional velocity model shows the subsurface velocity structure as the initial input model for tomography. It was processed and presented using the SIPT® program, a registered trademark of Rimrock Geophysics Inc. An initial model is created based on the time-distance graph. The program calculates velocity of each layer. The depth of each layer beneath each geophone was determined. These depths 679 World Academy of Science, Engineering and Technology 56 2009 area, Fig. 7 shows three-dimensional tomographic image. were then interpolated between adjacent geophone positions. The program assumes that each layer encountered is horizontally continuous, and there are no lateral changes in velocity within any one layer (Kutrubes and others, 2002). Fig. 2 shows a two-dimensional velocity model of Line L1. Fig. 3 The surface plot shows the thickness of each layer of the earth model from Lines L1 to L7; A is the surface plot of the upper layer, B is the surface plot of the middle layer Fig. 2 Two-dimensional velocity model of line L1 The upper layer has a wave velocity range from 285 to 457 meters per second and a thickness between 1.8 and 7 meters. It was interpreted to be topsoil. The thickness of upper layer in the northern and eastern parts of the study area is greater than that in the western and southern parts of the study area, as shown in Fig. 3. The middle layer has a wave velocity range from 909 to 1,746 meters per second and a thickness of 1.3 to more than 2.5 meters. This layer was interpreted to be clayey sand and waste material in the landfill site. The thickness this layer gradually decreases from east to the west, as shown in Fig. 3. The lower layer has a wave velocity range from 1,354 to 2,667 meters per second at a depth of more than 5.7 meters. This layer was interpreted to be saturated sand. B. Determination of Two- and Three-Dimensional Velocity Model of Tomography Seismic refraction tomography was used to calculate traveltimes and slowness of each pixel. The source and receiver coordinates and traveltimes can be used to calculate velocities. The tomography calculates velocity within each pixel. Because the Earth in reality is three dimensional, a three–dimensional model is created to enhance interpretation. The GEOTOMCG® program, a registered trademark of GeoTomCG commercial software (Geotom LLC, Apple Valley, Minnesota), provides three-dimensional numerical results and two-dimensional slices of the three-dimensional grid as ASCII files that read by Tecplot® program. Two-dimensional tomographic images in XY plane of the Line L1 in the Mae–Hia landfill site is displayed in Fig. 4. Fig. 5 shows the final two-dimensional tomographics image in XZ plane of Line L1. Fig. 6 shows plane section of twodimensional tomographics image in XY plane of Line L1. The advantage of this presentation can show the velocity characteristics of earth layers of the study area. In this study Fig. 4 Final two-dimensional tomographics image in XY plane of Line L1 (Z = -1.6667, Z = -4.3333 and Z = -7). Color scale represents values between 0.228 and 1.827 m/ms 680 World Academy of Science, Engineering and Technology 56 2009 VI. DATA INTERPRETATION Fig. 5 shows the final two-dimensional tomographic image in plane XZ of Line L1. Fig. 6 shows plane section of twodimensional tomographic image in plane XY of Line L1. The three-dimensional velocity model of seismic refraction data is shown in Fig. 7. The result of this study demonstrates that the Mae-Hia landfill site has three layers. The upper layer was interpreted as topsoil having a wave velocity range from 124 to 849 meters per second and a thickness of 1.2 to 9 meters. The middle layer was interpreted as waste material and clayey sand having a wave velocity range from 600 to 1,719 meters per second and a thickness 2 to 13.9 meters. The lower layer was interpreted as saturated sand and saturated sand and gravel at the base of the landfill site. This layer has a wave velocity range from 1,351 to 2,000 meters per second and a thickness of 1.5 to more than 6.5 meters. The velocity anomaly is shown by green color. The base of the gravel pit is located beneath the green area. ACKNOWLEDGMENT First of all, we would like to acknowledge the Department of Geological Sciences, Faculty of Science, Chiang Mai University for support 12-channel seismograph (Bison GeoPro 8012A). We would like to grateful acknowledge to Dr. Daryl Tweenton who has given the SIPT® program, the GEOTOMCG® program and his valuable advice. Fig. 5 Final two-dimensional tomographics image in XZ plane of Line L1 (Y = -6, Y = 0, and Y = 6). Color scale represents values between 0.228 and 1.827 m/ms REFERENCES [1] Baum, F., Braum, E.V., Hess, A., and Kock, K.E. 1981. Geological map of Northern Thailand Scale 1:250,000. Sheet (Chiang Mai 5). [2] Burger, H.R., 1992. Exploration geophysics of the shallow subsurface, New Jersey, 489. [3] Docherty, P., 1992. Solving for thickness and velocity of the weathering layer using 2-D refraction tomography. Geophysics, 57: 1307-1318. [4] Haeni, F.P., Grantham, G.D., and Ellefsen, K., 1987. Microcomputerbased version of SIPT- - A program for the interpretation of seismicrefraction data (test), Connecticut, 37. 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Electrical Resistivity and Very Low Frequency Electromagnetic Surveys to Assess Groundwater Contamination at MaeHia Landfill Site Amphoe Mueang Changwat Chiang Mai. M.S. thesis, Department of Geological Sciences, Chiang Mai University, 119. [11] Zhang, J., and Toksöz, N.M., 1998. Nonlinear refraction traveltime tomography. Geophysics, 63: 1726-1737. Fig. 6 Final two-dimensional tomographics image in XY plane of Line L1. Color scale represents values between 0.20 and 1.80 m/ms Fig. 7 Final three-dimensional tomographics image derives from Line L1. Color scale represents values between 0.260 and 1.56388 m/ms 681