阿四 发表于 2022-1-20 18:55

好消息​!百亿水电项目落户南漳李庙

好消息!拟总投资95.4亿元的水电项目落户李庙目前项目已完成施工总平面布置等工作


张家坪抽水蓄能电站项目位于李庙镇主山寨村和胡家坪村,2021年6月被纳入省“十四五”能源规划。项目拟总投资95.4亿元,总装机规模282万千瓦时,预计年可发电约46亿度,销电收入20亿元。目前项目已完成施工总平面布置等工作,现场7台钻机已完成钻孔进尺合计约2700米,勘探平硐洞口位置、高程已经确定。湖北能源集团正积极加强与中国电建集团中南勘测设计研究院有限公司对接合作,力争张家坪项目今年年底核准,2023年开工建设。

山顶的鹰 发表于 2022-1-23 16:18

但愿是真的

路人丁 发表于 2022-1-25 08:09

抽水发电?难道是永动机原理?

山深红叶 发表于 2022-1-25 08:13

路人丁 发表于 2022-1-25 08:09
抽水发电?难道是永动机原理?

咋可能永动,不符合物理定力

南漳仔123 发表于 2022-1-27 09:58

楼主干嘛的,对电力很了解。

李绍杰 发表于 2022-2-9 14:25

抽水蓄能电站,就是当电用不完的时候,用多余的电把水抽到高处的蓄水池,把电能转变为水能储存在水库里。枯水期,电力短缺时,用水发电,减少缺电的拉闸限电。本项目利国利民。

p_13597473722 发表于 2022-2-18 15:54

真的么

闲云野鸭 发表于 2022-4-24 13:55

和三楼有一样的问题,既然是抽水发电,那么抽水用的能量是电么?如果是电,那么抽水用的电和再用水发电这个。。。

闲云野鸭 发表于 2022-4-24 14:10

李绍杰 发表于 2022-2-9 14:25
抽水蓄能电站,就是当电用不完的时候,用多余的电把水抽到高处的蓄水池,把电能转变为水能储存在水库里。枯 ...

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看下这个,用底峰期时抽水,高峰期放水。这个就得看看抽水用的电价和损耗,放水的发电电价和损耗,我估计不能保本啊,更别说赚钱了。

苍天 发表于 2022-4-27 08:16

闲云野鸭 发表于 2022-4-24 14:10
看下这个,用底峰期时抽水,高峰期放水。这个就得看看抽水用的电价和损耗,放水的发电电价和损耗,我估计 ...

你是个明白人!!!

水镜媒体 发表于 2022-4-27 15:02

:dizzy:

owenzou 发表于 2022-4-27 21:36

闲云野鸭 发表于 2022-4-24 14:10
看下这个,用底峰期时抽水,高峰期放水。这个就得看看抽水用的电价和损耗,放水的发电电价和损耗,我估计 ...

亏本的生意谁会做?全球又不是只有这一个抽水蓄能电站?
抽水蓄能电站就像一个大号充电宝!
一般都是凌晨用电低谷,用多余的电抽水蓄能,因为那些电发出来不用就白白浪费了,这些电卖的便宜,比如1毛一度,白天用电高峰再放水发电,4毛一度卖出去,一度赚3毛,一年46亿度,不就赚了10多亿了!

闲云野鸭 发表于 2022-5-7 11:46

owenzou 发表于 2022-4-27 21:36
亏本的生意谁会做?全球又不是只有这一个抽水蓄能电站?
抽水蓄能电站就像一个大号充电宝!
一般都是凌晨 ...

这是理论上的,实际损耗很难赚差价。

苍天 发表于 2022-5-7 13:49

闲云野鸭 发表于 2022-5-7 11:46
这是理论上的,实际损耗很难赚差价。

都是心知肚明的事心知肚明的人

苍天 发表于 2022-5-9 21:34

请问上下水位落差多大?需要多少马力抽一立方水?一立方水能发多少度电?

p_17507550022 发表于 2022-5-11 20:36

owenzou 发表于 2022-4-27 21:36
亏本的生意谁会做?全球又不是只有这一个抽水蓄能电站?
抽水蓄能电站就像一个大号充电宝!
一般都是凌晨 ...

正解,利用用电波峰波谷,合理均衡,全国很多这样的电站的

无奈的奋斗 发表于 2022-5-22 15:58

招人不,我来搬砖{:9_604:}

凸凹式 发表于 2022-6-9 16:42

估计是晚上12点之后抽水,白天歇着!
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