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hkitalk.net 香港交通資訊網»論壇 (R) Railway 鐵路討論區 香港鐵路 (R1) 有冇可能將軍澳線再西延至上環?
開啟左側

有冇可能將軍澳線再西延至上環?

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JX9097 發表於 2020-9-14 21:19 | 顯示全部樓層

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HV7025 發表於 2020-9-14 18:37
無可否認交匯方案對香港站係無咩吸引力
但能夠令將軍澳線往銅鑼灣、灣仔北、金鐘嘅乘客唔走入港島線,減 ...

所以我之前就係話預留番延長去中環方向
(唔一定要入香港站,可以係中環南站)
反正灣仔至中環客量龐大,兩線/ 三線平行都夠哂客源

至於東涌線亦同樣
延長段可以考慮去
1. 灣仔南(合和/胡忠地底)
2. 銅鑼灣南/ 跑馬地(賽馬會總部/木球會地底)
3. 大坑or雲景道(大坑放蓮花宮地底;雲景道放雲景道配水庫地底)
4. 太古(與現有太古站相連)
5. 柴灣(柴灣公園地底,與現柴灣站相連)
6. 小西灣(富怡花園旁)

東涌延線希望做到東區區間特快
進一步降低東區對港島線嘅依賴

評分

參與人數 1aPower +3 HugeC +10 收起 理由
HV7025 + 3 + 10 英雄所見略同

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HV7025 發表於 2020-9-14 22:22 來自手機 | 顯示全部樓層
JX9097 發表於 2020-9-14 21:19
所以我之前就係話預留番延長去中環方向
(唔一定要入香港站,可以係中環南站)
反正灣仔至中環客量龐大, ...

師兄諗法同我相當接近
換線同交匯各有優劣
兩個方案都好難令各區人士滿意,同時難以再做將來發展

所以東將交匯得嚟,各自預留延伸條件for將來發展,算係最中間落墨嘅做法
以港島北嘅經濟規模,上環-太古呢個區間商業林立,將軍澳不斷上升未見頂嘅港島就業人口,加埋西區有可能成為東大嶼橋頭堡,起夠三條平行鐵路真係唔算多
柴灣小西灣本身比較偏遠,搭港島線出區不太理想,大可以用東涌線延伸做急行鐵路,順便補埋灣仔南、耀東等盲點
將軍澳線則可以繼續深入中上環,同東大嶼線交接
咁相信會比換線更有用處,同時唔會割裂港島北嘅商業大動脈
JX9097 發表於 2020-9-14 23:23 | 顯示全部樓層
HV7025 發表於 2020-9-14 22:22
師兄諗法同我相當接近
換線同交匯各有優劣
兩個方案都好難令各區人士滿意,同時難以再做將來發展

耀東都可以考慮加站
始終本身山上交通麻麻
亦可以當西營盤/香港大學咁串連山上山下

另外,銅鑼灣南/跑馬地起得成的話
可以重新研究銅鑼灣地下街
基本上成個區域都好大
(由馬場邊一路出到世貿)
nwfb1001 發表於 2020-9-15 10:44 | 顯示全部樓層

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HV7025 發表於 2020-9-13 14:04
相當同意師兄睇法
十幾年前最初見到換線方案,覺得好amazing好方便
但到自己返港島東,就體會到換線對港島 ...

過多一兩年沙中線過海,九東(尤其係黃大仙/鑽石山/彩虹)<>灣仔/金鐘/中上環應該有所抒緩?
battle 發表於 2020-9-15 11:50 | 顯示全部樓層
由添馬站再伸延去中環得唔得? 匯豐對出、皇后像廣場地底、天星碼頭停車場似乎比較有空間建站[img]data:image/png;base64,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
DIH 發表於 2020-9-15 13:05 | 顯示全部樓層
本帖最後由 DIH 於 2020-9-15 13:10 編輯
nwfb1001 發表於 2020-9-15 10:44
過多一兩年沙中線過海,九東(尤其係黃大仙/鑽石山/彩虹)灣仔/金鐘/中上環應該有所抒緩?
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九龍灣以西可能會被東鐵過海吸引,但成個觀塘同成個將軍澳都要繼續搭將軍澳線。東鐵過海有助減少荃灣線過海壓力,將軍澳線相比之下唔太關事。
HV7025 發表於 2020-9-15 13:35 來自手機 | 顯示全部樓層

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nwfb1001 發表於 2020-9-15 10:44
過多一兩年沙中線過海,九東(尤其係黃大仙/鑽石山/彩虹)灣仔/金鐘/中上環應該有所抒緩?
...

當我朝早由黃大仙去炮台山,都寧願搭多三個站行紅線過海,黃大仙樂富去北角以西,而家已經行緊紅線
係鑽石山九龍灣就有可能被東鐵過海分走去灣仔金鐘嘅人,但去銅鑼灣嘅都係要行番將線

更重要嘅係,將軍澳+油塘+藍田,連埋周邊嘅安達等等,點都係行將線過海,單係呢度已經夠打爆將線過海
住將軍澳返港島嘅比例真係超高,除咗朝早實際逼車感受外,仲反映喺將軍澳跑贏全港嘅樓價上
而將軍澳係仍未發展完畢,單係康城已經有唔少準住客,仲有一定數量嘅新樓可以起,將軍澳線過海人數仍然有力上升

北角樽頸現已存在,而見唔到沙中線可以分擔到幾多
單係呢點,將軍澳線已經必須延伸去灣仔一帶
nwfb1001 發表於 2020-9-15 14:20 | 顯示全部樓層
HV7025 發表於 2020-9-15 13:35
當我朝早由黃大仙去炮台山,都寧願搭多三個站行紅線過海,黃大仙樂富去北角以西,而家已經行緊紅線
係鑽 ...

其實油塘/北角樽頸多年來早已形成,就算唔起北港島線,將線直通運轉去上環已經抒緩唔少
不過我覺得會係康城車直通機會大D,個人覺得地產公司會優先照顧業主

HV7025 發表於 2020-9-15 19:44 來自手機 | 顯示全部樓層
nwfb1001 發表於 2020-9-15 14:20
其實油塘/北角樽頸多年來早已形成,就算唔起北港島線,將線直通運轉去上環已經抒緩唔少
不過我覺得會係康 ...

假設將軍澳線可以直通運轉駛入港島線,但都係解決唔到載唔晒嘅問題
只係上到車嘅人舒服啲,但就變咗油塘做樽頸
就算而家,將軍澳線朝早班次稍為疏咗少少,油塘月台都已經即刻排大隊等兩三班
問題核心始終係將軍澳線過海段太多人,而當中大部分都要去北角以西

而家朝早港島線、將軍澳線各自載住超過半車人到北角,結果喺北角要繼續西行嘅總人數 > 一車人嘅載客量
當中港島線班次已經開到幾盡,連吉車起載都用埋,北角月台都經常要等3、4班車
將軍澳返港島人口繼續上升,問題只會愈積愈大
解決方法只有起多一條線,俾港島同將軍澳嘅列車同時載人去灣仔一帶
eternalflame 發表於 2020-9-15 20:54 | 顯示全部樓層

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battle 發表於 2020-9-15 11:50
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