大冶铁矿国家矿山公园规划实践

大冶铁矿的开发利用在为我国的钢铁事业作出巨大贡献的同时,也给矿区的地表环境、森林资源带来了很大的破坏。矿山公园的规划实施可极大地改善矿山环境,为矿山的可持续发展提供较好的途径。     

江苏新沂市露采矿山地质环境现状及恢复治理措施

新沂市的矿产资源开发利用程度低,潜力大,矿山开采规模小、资源浪费严重,采矿毁坏土地和植被,破坏生态环境,对自然地貌景观破坏严重;采矿掘进面高差大,边坡陡立,埋下诱发山体崩塌、滑坡等地质灾害隐患,易造成人员伤亡事故;露采矿山地质环境整治滞后,绝大多数露采矿山地质环境没有得到有效整治。根据露采矿山开采中存在的问题,提出了包括管理措施、工程技术措施和经济政策措施等地质环境恢复治理措施。     

黑龙江省矿山主要环境地质问题及防治对策

黑龙江省在矿产资源开采过程中产生了诸多的矿山环境地质问题。这些矿山环境地质问题可分为资源毁损、地质灾害、环境污染3大类。又可细分为土地资源压占、植被资源破坏、地下水位下降、风景景观和地质遗迹破坏、地面塌陷、地裂缝、崩塌、滑坡、泥石流、煤层自燃、煤矸石自燃、水土侵蚀、土地沙化、盐碱化、草原退化、水污染、土壤污染、大气污染等种类。这些矿山环境问题给黑龙江省的经济发展和生态环境造成了巨大的损失和危害。论文阐述了主要矿山环境问题及其危害,并提出了有关防治对策建议,以促进黑龙江省矿山环境保护与治理工作的进步。     

浅议煤系地层区地热资源开发

开发地热资源是节约其它能源的一种方式,可以改变一个地区的投资环境,通过对山东滕州市煤系地层的区域地质情况进行勘察,并运用先进施工工艺及机械,开钻了鲁南地区第一眼煤系地层下的温泉井。并对之进行了经济效益分析。鲁南第一温泉井（滕温1号地热井）。     

准噶尔盆地中拐地区下侏罗统层序地层特征与聚煤控制因素分析

在分析前人对准噶尔盆地层序地层学研究成果的基础上,综合应用岩心、测井和地震资料,对准噶尔盆地西北缘中拐地区下侏罗统进行层序地层划分,总结了层序和体系域界面的识别标志,将下侏罗统划分为4个三级层序和7个体系域,同时叙述了各三级层序的结构特征。通过对层序内含煤岩系的发育特点分析,发现其主力煤层主要发育在JSQI和JSQ3湖侵体系域中,本文作者认为研究区内湖侵时期为有利的聚煤时期,聚煤作用主要受构造沉降、物源供给、气候和沉积环境等因素的控制。     

地下矿产开采对天然气管道工程的安全影响评价

西气东输天然气管道工程途经兖州市,穿越杨庄、杨村、兴隆庄等煤矿矿区,压覆煤层埋深变化较大。该文采用预测法对各煤矿在不同开采条件下分煤层对管道运营安全的危害程度进行了评价分析。通过计算表明,煤矿开采埋深越浅,煤层越厚,对管道危害越严重。兴隆庄煤矿3煤层、杨村煤矿煤16t、煤17开采对管道影响强烈,杨庄煤矿煤16t、煤17开采对管道影响中等,兴隆庄煤矿煤16t、煤17开采对管道运营影响小。     

广西佛子冲铅锌矿田成岩成矿时代研究

广西佛子冲铅锌矿田位于桂东南博白-岑溪多金属成矿带的NE端,区内发育燕山期花岗岩、花岗闪长岩、二长花岗斑岩和英安质凝灰熔岩等;其中花岗闪长岩和二长花岗斑岩与铅锌成矿关系密切,成矿岩体形成时代分别为156Ma和127Ma。     

矿山固体废弃物对地质环境的影响分析

在山西省重点地区固体废弃物现状调查研究的基础上,通过试样试验,分析研究了固体废弃物对土壤、大气、水环境的污染,探讨了对固体废弃物的治理及利用,为研究矿山生态环境地质研究提供参考,同时积累工作经验。     

大冶铁矿国家矿山公园规划实践

大冶铁矿的开发利用在为我国的钢铁事业作出巨大贡献的同时,也给矿区的地表环境、森林资源带来了很大的破坏。矿山公园的规划实施可极大地改善矿山环境,为矿山的可持续发展提供较好的途径。     

Integration of local–global upscaling and grid adaptivity for simulation of subsurface flow in heterogeneous formations

We propose a methodology, called multilevel local–global (MLLG) upscaling, for generating accurate upscaled models of permeabilities or transmissibilities for flow simulation on adapted grids in heterogeneous subsurface formations. The method generates an initial adapted grid based on the given fine-scale reservoir heterogeneity and potential flow paths. It then applies local–global (LG) upscaling for permeability or transmissibility [7], along with adaptivity, in an iterative manner. In each iteration of MLLG, the grid can be adapted where needed to reduce flow solver and upscaling errors. The adaptivity is controlled with a flow-based indicator. The iterative process is continued until consistency between the global solve on the adapted grid and the local solves is obtained. While each application of LG upscaling is also an iterative process, this inner iteration generally takes only one or two iterations to converge. Furthermore, the number of outer iterations is bounded above, and hence, the computational costs of this approach are low. We design a new flow-based weighting of transmissibility values in LG upscaling that significantly improves the accuracy of LG and MLLG over traditional local transmissibility calculations. For highly heterogeneous (e.g., channelized) systems, the integration of grid adaptivity and LG upscaling is shown to consistently provide more accurate coarse-scale models for global flow, relative to reference fine-scale results, than do existing upscaling techniques applied to uniform grids of similar densities. Another attractive property of the integration of upscaling and adaptivity is that process dependency is strongly reduced, that is, the approach computes accurate global flow results also for flows driven by boundary conditions different from the generic boundary conditions used to compute the upscaled parameters. The method is demonstrated on Cartesian cell-based anisotropic refinement (CCAR) grids, but it can be applied to other adaptation strategies for structured grids and extended to unstructured grids.