s3n370 發表於 2024-2-16 21:47

eric278 發表於 2024-2-14 09:22
荃錦公路以連續長命斜及路面陡斜見稱,採購的新車能否應付這樣極端的路面情況也是一大疑問。
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唔少商用車就算係量產,廠方都可以為客戶嘅營運需要去改良。
九巴呢個case直頭係base model下度身訂造。
當然咁做唔保證唔出事,但係至少唔會完全無準備。

仲有,雖然嶼巴E400同再早期嘅九巴Metrobus嘅表現,可以為E6M上山做參考。
但問題係連吹水嘅巴版都睇到,難道巴士公司同製造商唔知唔理?

再者嶼巴E400同九巴Metrobus係每日日唔少班次滿載上山。
堆E6M就算日日行51,頂多咪假日先至會滿?
咁計一計,就算E6M真係好似有E400/M仔嘅問題,
都會起碼耐兩三倍日子先至出現。
甚至正常行足18年先出事都唔奇。

GA6072 發表於 2024-2-16 22:26

s3n370 發表於 2024-2-16 21:47
唔少商用車就算係量產,廠方都可以為客戶嘅營運需要去改良。
九巴呢個case直頭係base model下度身訂造。
...

九巴同廠方度身訂造咁既車掃其他唔搭九巴既人

s3n370 發表於 2024-2-17 04:46

GA6072 發表於 2024-2-16 14:26
九巴同廠方度身訂造咁既車掃其他唔搭九巴既人

仲唔快D出禁令?呢劑仲有交通部阿蛇批架喎。

GA6072 發表於 2024-2-17 08:49

本帖最後由 GA6072 於 2024-2-17 10:50 編輯

s3n370 發表於 2024-2-17 04:46
仲唔快D出禁令?呢劑仲有交通部阿蛇批架喎。

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
如有雷同,實屬巧合

HE7921 發表於 2024-2-17 11:42

GA6072 發表於 2024-2-17 08:49
如有雷同,實屬巧合

係時候研發10.9米三軸雙層巴士予香港市場,長遠可以考慮9.9米兩軸雙層

AVCBWU469 發表於 2024-2-17 12:25

4eyesryo 發表於 2024-2-16 15:58
前軸換咗傳統鐵軨

好奇一問邊一部換咗
Thx first

GA6072 發表於 2024-2-17 12:29

AVCBWU469 發表於 2024-2-17 12:25
好奇一問邊一部換咗
Thx first

好似係RV5771

都有半年以上

teddybus 發表於 2024-2-17 13:14

s3n370 發表於 2024-2-17 04:46
仲唔快D出禁令?呢劑仲有交通部阿蛇批架喎。

嘿,咪又係同屏廈路一樣,技術唔夠;P;P;P

s3n370 發表於 2024-2-17 16:23

GA6072 發表於 2024-2-17 00:49
如有雷同,實屬巧合

叫你禁長度、RAS,但走去禁雙層咁有趣嘅?;P

teddybus 發表於 2024-2-17 17:10

s3n370 發表於 2024-2-17 16:23
叫你禁長度、RAS,但走去禁雙層咁有趣嘅?

遮晒啲資料,可能投訴緊渣甸山線呢
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