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为推动分布式光伏发电发展,国家自去年以来出台一系列支持政策,今年以来地方配套政策也不断推出,分布式光伏发电呈现蓬勃发展态势。但记者采访了解到,目前分布式光伏发电仍存在投资回报周期长、融资难等制约因素,宜增强配套保障,推动光伏产业为改善能源结构、促进经济增长更好发挥作用。![](data:image/jpg;base64,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)
“屋顶电站”迎发展机遇
国家税务总局近日发布公告,明确自2014年7月1日起,国家电网公司购买分布式光伏发电
项目电力产品,由其自己而不是发电户开具普通发票,发电户月电力产品销售额超过2万的,由国家电网公司所属企业按照应纳税额的50%代征增值税,这被业内认为是解决补贴政策的重要一步。
而记者了解到,自国家发展改革委去年明确全国范围内分布式光伏补贴标准为0.42元/度后,至今全国已有多个省份相继推出地方版的分布式光伏补贴政策,其中华东地区热情最高。
百度导航 江西省今年年初制定计划,除了执行国家每度电补贴0.42元的标准外,2014年6月30日前完成并网验收的补贴标准为每峰瓦3元。浙江省在国家补贴基础上再补贴0.1元/千瓦时,温州市表示,市级还将对居民家庭屋顶光伏发电项目给予每度电0.3元补贴,自发电之日起连续补贴五年。安徽、江苏等多个省份也都制定了相应补贴政策。
除了国家政策支持,成本的不断降低也增加了光伏电站的吸引力。据了解,目前太阳能电池板的成本相比两三年前降低约30%,1千瓦发电系统的成本约为7千元至1万元。
菲尼克斯太阳 在这些“利好”因素带动下,目前全国各地分布式光伏发电建设纷纷展开。唐峰是山东淄博一家小型民营企业的负责人,今年春节后,他投资15万元在办公楼屋顶上安装了15千瓦的光伏发电系统,一天能发80多度电。“公司三层办公楼的用电基本就够了,多余的还可以卖
给电网,既环保又省钱。”他说。
记者了解到,即使在并不缺电、电价相对较低的吉林省,截至2014年一季度末已受理分布式光伏发电用户18户,发电装机容量0.0921万千瓦。而在相对缺电的山东省,至2014年3月下旬共受理家庭和公共场所屋顶空间分布式光伏发电业务220户,并网发电装机容量达7.49万千瓦。
据国网山东省电力公司营销部主任蔡光程介绍,目前山东的分布式光伏发电不仅覆盖了工业厂房、公共建筑、居民屋顶全部3种类型,而且已细分到城市家庭、农村家庭、学校、工厂、商场、蔬菜大棚、养殖户、居民小区等8种。
更好发展仍存制约因素
根据能源局的规划,今年全国新增备案总规模1400万千瓦,其中分布式800万千瓦。虽然分布式光伏发电呈现出较快的发展速度,但记者采访发现,部分地区可能难以完成今年计划发展目标,要取得更好更快发展仍存在一些制约因素。
一是分布式光伏发电融资难,投资回收期依然较长。业内分析认为,在没有地方补贴的情况下,按每度电0.42元的国家标准补贴,商业用电业户的成本回收期6年至8年,而普通家庭的成本回收期在8年至10年。国网东营供电公司营销部相关负责人认为,目前有很多用
户都在观望,主要是一次性投入大、回收周期长。
国网聊城供电公司发展策划部魏晓蔚、山东力诺太阳能电力集团营销总监刘建力等人表示,目前分布式光伏发电设备普遍不能作为抵押从银行贷款,投资回报期长增加了企业融资难度及融资成本压力,降低了一些企业的积极性。
二是屋顶资源权益关系待理顺。首先是小区屋顶产权收益难理顺。“城市居民个人安装,需要征得相应业主和物业公司的同意,这给许多想装太阳能发电设备的业主带来实际困难。”卓创资讯新能源分析师李祾譞说。而在工业厂房建设光伏电站则面临着工厂是否能持续经营的问题。
中国四大古镇分别是哪四个 国网淄博供电公司营销部的专工张华珍、山东大海新能源发展有限公司安装部经理吕本杰等人表示,在合同能源管理模式下,投资方建设好光伏电站后,如果遭遇业主破产,那么其屋顶上的光伏系统就难保证持续的收益。
三是检测、服务体系尚不完善影响用户积极性。山东科学院能源研究所党委书记、研究员许崇庆等人表示目前光伏产品的质量可靠性检测、安装规范等都不健全,一些业户担心光伏产品是否能用满20年,实际发电水平是否达到标准,为此各地应尽快建立权威服务机构。“我见过同样的产品但不同的安装水平,发电效率能差10%。”许崇庆说。
沈阳旅游攻略自助游
配套政策需不断完善
业内专家认为,目前光伏发电正处于难得的发展机遇期,为推动光伏式分布发电更好发展,应从以下几个方面着手。
一是各地应根据实际情况尽快出台省级补贴标准。许崇庆说,国家的0.42元/度的补贴标准只是全国平均应给予的补贴水平,在东部一些太阳能资源不好的省份,只有省级补贴到位,才能真正提高业户的积极性。
二是应给予更多的融资支持。张华珍、许崇庆等人建议国家应针对分布式光伏项目提供更多的融资扶持政策,建立融资扶持资金,使一些学校、医院、商场等经营稳定的分布式光伏发电项目得到更好的银行贷款支持。
霞浦哪个海滩最漂亮 三是加快推动建筑与光伏相结合。一些业内人士表示,针对大量企业屋顶不能满足光伏施工荷载要求的现象,建议建设部门尽快出台相关建设标准,使企业新建厂房特别是工业园区集中建设的厂房能够满足后期建设分布式光伏的建设标准。
四是储能与国家电网配套建设。业内专家表示,分布式光伏虽然每个装机容量比较小,但是点点细流能够汇聚成江河,能量非常大,由于其不稳定性,会给电网带来冲击。为此应鼓励发展可配套的储能装置进行调节,这样既可减少对电网的冲击,也能提高业户用电效
率、减少成本。同时,电网也应针对光伏发展的要求,加快配套建设以保证能够全额消纳。
投资策略和建议:
分布式光伏发电概念股主要包括:海润光伏、特变电工、阳光电源、航天机电、航空动力、中环股份、隆基股份、横店东磁、中利科技、中环股份、林洋电子、亿晶光电、中天科技、爱康科技、拓日新能、江苏阳光、三花股份、海得控制、阳光电源、易事特、科士达等。
笔者建议短线适当关注爱康科技(002610)和海得控制(002184),中期建议关注林洋电子(601222)。
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