This study was conducted to investigate most effective the optimum lime content for lime-clay modification. To achieve the aim, characteristics of compaction and compressive strength were tested by adding of 0, 5, 10, 15 and 20% lime (Hydrated lime) of dry weight of the clay. Distilled water was added 10, 15, 20 and 25% of dry weight of lime-clay mixture. In this test, the compressive strength of the specimens was measured according to the following curing period : 7, 21, 28, 35 and 49 days. The results are as follows. (1) As lime additive increased, the optimum moisture content of lime-clay mixture was increased and the maximum dry density was decreased. (2) The soil mixture of 20% of the moisture content and 10% of lime additive was shown the maximum compressive strength. (3) As curing period longer, the compressive strength was increased but after 21 curing days, the increasing rate of compressive strength was low as compared with earlier its value. (4) In the range of 20% of the moisture content, compressive strength of mixture of 10% lime additive increased twice compared with that of mixture of 0% lime additive. (5) All of the lime-clay are possible to use for an sub-base material and 20% of moisture content of lime-clay mixture is possible to use for a base material.

본 실험에서는 수리구조물의 보호되는 토립자의 필터내 이동과 이로인한 필터의 기능 저하를 실험을 통하여 비교분석한 결과 다음과 같은 결론을 얻었다. 1. 수두가 높고 공극이 클수록 필터내 세사의 이동은 심했으며 조기에 흐름의 안정화에 도달하게 되었지만 필터외부로의 입자유출도 많았으며, 공극이 작고 유속이 빠르면 필터와 모래의 접촉면에 인접한 곳에서 Blocking현상이 크게 일어남을 알 수 있었다. 2. 필터기능에 영향을 주는 세사의 이동은 공극의 크기와 수두에 큰 영향을 받음을 알 수 있었고, USCE 필터와 USSPL 필터는 공극이 크기 때문에 같은 조건하에서 흐름의 안정이 다른 필터들 보다 조기에 이루어 졌다. 3. 세사의 이동잔류량은 USSPL, USCE, USBR, Newton & Hurley, Bertram 필터순으로 많이 나타났다. 4. 흐름의 안전에 소요된 시간은 Bertram, Newton & Hurley, USBR, USSPL, USCE 필터순으로 적었고, 투수계수는 USBR, Bertram, Newton & Hurley, USSPL, USCE 필터순으로 크게 나타났다. 5. 여러 가지 종류의 필터기준중 USCE와 USSPL기준의 필터가 투수계수의 안정에 소요된 시간이 가장 짧고, 세사의 이동량이 적으므로 가장 적합한 것으로 인정된다.

One of the most destructive forces around greenhouses is wind. Wind loads can be obtained by multiplying velocity pressure by dimensionless wind force coefficient. Generally, wind force coefficients can be determined by wind tunnel experiments. The wind force coefficient distribution on a single - span arched greenhouse was estimated using experimental data and compared with reported values from various countries. The results obtained are as follows : 1. The coefficients obtained from this study agree with the values proposed by G. L. Nelson except about 0.5 of difference in the middle region of roof section. This discrepancy is mainly attributed to the dissimilarity of experimental conditions (or wind tunnel test such as Reynolds number, type of terrain, surface roughness of model, location of the lapping and measuring methods. 2. Considering that the wind force coefficients are varied along the height of a wall at wind direction perpendicular to wall, structural analysis using subdivided wind force coefficient distribution is more resonable for wall. 3. It is recommendable that wind force coefficient distribution on a roof should take more subdivision than the existing four equal divisions for more accurate structural design. 4. Structural design using wind forces close to real values is more advantageous in safety and expense.

Plate-Penetrometer를 사용(使用)하여 Gedtextile로 보강된 지반(地盤)의 지지력(支持力) 상승효과(上昇效果)를 고찰(考察)한 결과(結果) 다음과 같은 결론(結論)을 얻었다. 1. Geotextile의 포설층수(鋪設層數)를 3층(層)까지 증가(增加)하는 동안 BCR은 증가(增加)하였으나 그 이상(以上)의 포설층수(鋪設層數)에 대한 BCR의 증가효과(增加效果)는 거의 없는 것으로 나타났다. 2. U/D가 증가(增加)함에 따라 BCR은 감소(減少)하였으나 U/D가 0.8이상(以上)에서는 BCR의 변화(變化)가 거의 없는 것으로 나타났다. 3. 가 0.6까지는 BCR이 급격(急激)히 감소(減少)하였으나 0.6이상(以上)에 대한 BCR의 감소율(減少率)은 거의 변화(變化)가 없는 것으로 나타났다. 4. Geotextile의 폭(幅)이 증가(增加)함에 따라 BCR은 거의 직선적(直線的)으로 증가(增加)하나 B/D가 2.5 이상(以上)에서는 증가율(增加率)이 현저(顯著)히 감소(減少)되는 것으로 나타났다.

본(本) 연구(硏究)에서는 주요(主要) 항만(港灣)에서 채취(採取)한 해성점토(海性粘土)에 대(對)하여 각종(各種) 공학력(工學力) 성질(性質)들을 측정(測定)하여 이들의 상호관계(相互關係)를 분석(分析) 고찰(考察)하였는바 그 결과(結果)를 요약(要約)하면 다음과 같다. 1. 본(本) 시험지구(試驗地區)의 흙은 대구분(大部分)이 CH, CL, ML로 구성(構成)되어 있으며 초기압밀(初期壓密)이 진행중(進行中)인 것으로 사료(思料)된다. 2. 압축지수(壓縮指數)와 액성한계(液性限界)의 관계식(關係式)은 다음과 같다. CH : (LL-22.6) CL : (LL-14.64) 3. 압축지수(壓縮指數)와 초기간극비(初期間隙比)의 관계(關係)는 소성(塑性)이 높은 흙 일수록 기울기가 완만하였으며 그 관계식(關係式)은 다음과 같다. CH : () CH : ( ) ML : () 4. 압축지수(壓縮指數)와 자연함수비(自然含水比)의 관계식(關係式)은 다음과 같다. CH : () CL : () ML : () 5. 초기간극비(初期間隙比) 및 자연함수비(自然含水比)와 압축지수(壓縮指數)의 관계(關係)는 높은 정(正)의 상관(相關)으로 그 관계식(關係式)은 다음과 같다. CH : () CL : () ML : () 6. 초기간극비(初期間隙比) 및 액성한계(液性限界)와 압축지수(壓縮指數)의 관계식(關係式)은 다음과 같다. CH : () CL : () 7. 해성점토(海性粘土)의 점착력(粘着力)은 심도(深度)와 상관성(相關性)이 없으며 일축압축강도(一軸壓縮强度)와의 관계식(關係式)은 다음과 같다. CH : qu=1.896C+0.0107 CL : qu=1.849C+0.04.

In order to determine the critical head values of boiling and piping, several experiments were performed for 3 cases of model dykes on 7 kinds of pervious foundations. The results obtained are as follows : 1. It appears that the coarser and the denser the foundation material, the higher the critical heads of boiling and piping, and that the lower the permeability of the foundation, the higher the critical heads of boiling and piping. 2. A difference in head between the moments of boiling and piping is greater in the case 2 or case 3 than in the case 1 because of the additional hydraulic resistance. And it is found that the coarser the foundation material, the greater the head difference. 3. The critical heads of boiling and piping is directly prortional to the seepage length. 4. The piezometric heads close to the singular point are of the same magnitude, provided that the geometry of the model dyke and foundation material are the same. 5. Variations of the weight of model dyke can not affect the critical head. According to the conclusions shown above, the critical head of piping can be more practically predicted for prototype using the results from laboratory tests on scale model.

Generally, in case of constructing the embankments on the soft clay layers, one-dimensional consolidation settlement under the assumption of a middle position stress in a single layer makes a great difference with the integral value, ie. the final settlement. Consequently, to find how many equal segments of the soft clay layer are needed to converge into the integral value and which position should be taken as a position of mean stress, authors compared the theoretical value of the settlement due to one-dimensional consolidation with the practical value of the settlement due to two dimensional consolidation. The obtained results are as follows. 1) The practical value of the two-dimensional consolidation settlement can be estimated by the 74-83% theoretical value of the one-dimensional consolidation settlement. 2) When the soft clay layer was cut into 8-16 equal segments according to the depth, one-dimensional consolidation settlement converge into the integral value. 3) Assuming a total soft clay layer as a single one, the depth of a mean stress position is 0.29-0.37 of the thickness of the total soft clay layer. 4) The Hyperbola Method which presumes the long-term settlement from the short-term practical value of settlement is credible, because all practical value of the settlement are in safe side of the standard error of estimation and the correlation coefficient is up to 0.95.