alpharumor12大分析2025!專家建議咁做…

性格迥異且豐富的角色,暢快又新潮的動作設計,SF 與幻想相互交織的世界觀等要素讓其成為 2D 對戰格鬥遊戲的不滅里程碑,獲得來自全世界玩家的支持。 alpharumor 為了瞭解 Sony 100 STF 與 Minolta 135 STF 的具體差異,這次我們也商借了一顆 Sony 135 STF 來測試,筆者非常感激的是臺灣索尼願意提供 Sony 135 STF 來給我們做測試,而且我們手上拿到的這顆 135 STF 借測品根本就是全新的鏡頭…. 上面這張圖是 APD 光學切趾元件的結構圖,很清楚交代了變跡濾鏡的位置以及特色(由中心向外圍衰減的漸層濾鏡),但它實際上長什麼樣子呢? 下面這張照片就是 Sony 135mm F2.8 STF 鏡頭內所搭載的 APD 光學切趾元件(變跡濾鏡),在 F2.8 光圈全開的狀況下,明顯可見 APD 變跡濾鏡的漸層設計。

▲鏡頭配有三個操作環,由左至右分別是「近拍切換環」、「光圈環」,以及「對焦環」。 由這次從 Sony Alpha Rumor 所洩漏的官圖看來,A7S III 在機身佈局方面也有改變,先前 A7 世代機型被放在機頂的 C1 與 C2 自訂按鈕,這次僅留下了 C2,隔壁與快門按鈕緊鄰的則是與 ZV-1 類似設計的超大顆錄影按鈕。 此外,機頂不僅是拍攝模式轉盤有鎖定按鈕,就連 EV 曝光補償轉盤也加上了這樣防誤操作的貼心設計。 還導入了主動散熱(無噪音),標榜錄製至少一小時不會遭遇過熱問題且無錄影時間限制 — 這個規格針對意味很重啊。

alpharumor: 【鏡頭評測】散景之皇完整解析 Sony FE 100mm F2.8 STF GM OSS (附與 135mm STF 比較)

然而 APD 濾鏡是為了減損光線而存在的,因此搭載 STF 功能的鏡頭其進光量都會受到影響,例如 Sony/Minolta 135mm F2.8 T4.5 STF 雖然最大光圈是 F2.8,但實際的進光量則相當於 F4.5,因此在鏡頭型號後又標示了「T4.5」表示其實際的進光量。 至於本次介紹的 Sony 100mm F2.8 STF GM OSS 的 T 值則是 5.6,代表這顆鏡頭雖然光學設計上的光圈值是 F2.8,但實際通過鏡頭的光通量衰減了 2EV,剩下 T5.6。 如果更仔細一點看,你會發現撥動微距切換環後,是整個鏡組包含光圈模組都會移動,這項近拍模式的原理就是藉著鏡組的前移來拉近對焦距離,與拍攝微距專用的「接寫環」完全是一樣的道理,差別在於 100 STF 的微距切換環前移的距離較短,且切換後仍然支援自動對焦。 從光學結構圖中你可以很清楚的看出 APD 光學切趾元件(變跡濾鏡)長得與一般鏡片十分不同,它既不是凸透鏡也不是凹透鏡,整顆鏡頭的「STF」原理就落在這顆鏡片上,它的原理近似於漸層的濾光鏡,後面我們也會有更詳盡的解說,並且也會與 Sony 135mm F2.8 STF 的變跡濾鏡做進一步的比較。 SNK 宣佈,劍戟對戰格鬥遊戲《侍魂 曉》季票 3 的 DLC 角色第 4 彈為來自 Arc System Works 對戰格鬥遊戲《聖騎士之戰 Xrd REV 2》的人氣角色「梅喧」(CV:淺野麻由美),將於 8 月 19 日正式上線。 從 100% 截圖中可以看出,大約在 1/13s 都還可以維持穩定的畫面,成功率大約在七成左右。

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” width=”609px” alt=”alpharumor”/>

A7S III 的 S-Log3 基礎感度為 ISO 160、最高感度達到 ISO 409,600、動態範圍最高可榨出 15 格的強大規格。 對焦性能方面可提供涵蓋率 92% 的 759 點相位對焦與 425 對比對焦點的混合式自動對焦,並在低光對焦部份回應市場對手,帶來 -6EV 的表現。 致敬了 Canon 與 alpharumor2025 Nikon 等大廠 拖戲 開發許久的傳統,曾經的感度之王系列續作 A7S III 正式發表前也不意外的再度被爆光光。 從這次提前流出的官方圖片與規格看來,這次 Sony A7S III 也總算獲得了 ZV-1 下放(?)的全翻轉螢幕,跟上了現階段全幅無反反攻大軍的普遍配備。

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不過 135 STF 單鏡頭就重達 730g,可說是相當沈重,除了採用金屬鏡筒之外,設計較老的鏡片也可能帶來較重的重量。 以下會分別針對 Sony 100 STF、Sony 135 STF 這兩顆鏡頭的柔焦原理、變跡濾鏡差異、散景差異、畫質等項目來做比較,讓大家瞭解 18 年間的世代差異,在經典的 STF 身上有著什麼樣的改變。 當轉下微距切換環後,最近對焦距離會從 0.85m 拉近至 0.57m,放大率也將提升至 0.25x(1/4),這樣的放大倍率對一般的鏡頭說雖然不算特別出色,但這對人像鏡頭來說卻算是還不錯的表現。 如果有仔細注意的話,你會發現轉下這顆鏡頭的微距切換環後鏡頭前玉會向前移動,而從鏡尾看過去後玉也是向前移動的。 除了 144 萬點的翻轉螢幕,目前傳出的規格還包含現階段最高的 944 萬點 OLED 電子觀景器,記憶卡部分則是基本的 UHS II 以外,還支援 CFexpress Type A 的新式記憶卡。

Sony 100mm F2.8 STF GM alpharumor2025 OSS 這顆鏡頭搭載了 OSS 鏡頭防手震功能,加上 A7R II 機身所提供的五軸防震理應提供還不錯的防手震性能,不過能達到什麼程度? 以下使用 100 STF 鏡頭搭配 Sony A7R II 機身測試,在昏暗的室內以站姿水平視角手持拍攝,逐步降低快門級數來測試防手震效果。 就中央畫質的部分兩者差異其實並不明顯,但要仔細比較,筆者會認為 100 STF 略有勝出,但很有意思的是兩顆鏡頭在色彩表現上大異其趣,135 STF 色調明顯偏冷且飽和度較低,100 STF 顏色較中性且飽和度明顯較高。 135 STF 在推出當時已算是相當優秀的鏡頭,而經過測試證明 100 STF 在純光學的表現上確實有過之而無不及,在色調的表現上也較討喜些。

alpharumor: STF 散景表現

至於其他規格方面,說真的,目前看來並沒有太多意外的地方,也許… 終究還是要用實拍對決了吧。 Face基於日前微軟官方表示 Internet Explorer 不再支援新的網路標準,可能無法使用新的應用程式來呈現網站內容,在瀏覽器支援度及網站安全性的雙重考量下,為了讓巴友們有更好的使用體驗,巴哈姆特即將於 2019年9月2日 停止支援 Internet Explorer 瀏覽器的頁面呈現和功能。 圖中可以很明顯看出兩者 APD 變跡濾鏡稍有不同,左邊的 100 STF 漸層較深、範圍較大,右邊的 135 STF 漸層較淺、範圍較窄些,這也直接反映到了兩者的光通量,前者濾掉的光線較多,光通量是 T5.6,後者則是 T4.5。 從 MTF 圖來看 100 STF 即使是光圈全開在中央仍有頗不錯的畫質表現,但實際的表現如何呢? 因此,在 100 STF 身上的「散景程度」是這樣被控制的:光圈全開時所有光線均行經 APD 變跡濾鏡,因此 STF 散景程度最大化,當光圈縮至 f/8 時光線僅行經 APD 變跡濾鏡的中央較不受影響,因此 STF 散景程度明顯較少。 ▲100mm F2.8 STF 並不算是一顆輕巧的鏡頭,事實上 GM、ZA 鏡頭在近幾年體積都設計得更接近單眼鏡頭了 ,但搭配上 A7R II 機身,配重還算是可接受的範圍。

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” width=”605px” alt=”alpharumor”/>

因此與其說 Sony 100 STF alpharumor 是復刻 alpharumor2025 135 STF,不如說是設計概念完全不同的兩顆鏡頭,同樣之處僅在於兩者都有 STF 而已。 在 Sony 2017 年發表的鏡頭中,FE 100mm F2.8 STF GM OSS 這顆應可在歷史上記上一筆,在一顆鏡頭內它融合了「STF」柔焦技術、自動對焦與防手震設計,使得它在發表之初引起了不少討論,這次我們除了一般的評測之外,也特別拿 135mm STF 來比較兩者的差異性。 約莫在 A7 III 發表時小編就曾經問過 Sony 在全片幅機身搭載全翻轉螢幕的意向。

alpharumor: 什麼是 APD 光學切趾元件?

▲135 STF(右)採用外對焦設計,對焦至近處時鏡筒會伸得相當長,不僅操作不便,對錄影等用途來說也不易使用。 兩顆鏡頭「控制散景」的設計也不同,老 135 STF 是採用雙光圈的設計,第二枚光圈被設計在 APD 變跡濾鏡之前,用以遮擋調整經過變跡濾鏡的光線,因此這枚光圈就被用來控制 STF 的散景效果。 不過在 100 STF 身上卻並非如此,它省略了第二枚光圈的設計,直接用一枚光圈來控制進光量。 就體積來說,圖左的 Sony 100mm STF(以下簡稱 100 STF)略大於圖右的 alpharumor Sony 135mm STF(以下簡稱 135 STF),但 135 STF 裝上 LA-EA3 轉接環之後整體長度就大於 100 STF 了。

alpharumor

當時官方的說法就是只要是用戶有這樣的需求便會納入考量,甚至還反問我有想要嗎(當然)。 結果,我們在最近獲得相當多好評的 ZV-1 一吋大感光元件 Vlog 相機上看到了這樣的規格,接著,這次專業攝錄市場敲碗已久的全幅高感度錄影之王 A7S III,終究也將此納入最大的改進之一。 無論是從光學設計、鏡片組成、光圈設定、APD 的調整原理來看,都可看出 Sony 100mm F2.8 STF GM OSS 是與 Minolta 135mm F2.8 STF 設計完全不同的鏡頭,唯一相同之處僅在於 APD 變跡濾鏡的作用原理而已。 Sony FE 100mm F2.8 STF 的推出,並不僅僅是複刻了 Minolta 時代 135mm F2.8 STF 這具招牌而已, 而是確實用 Sony 自己的作風來演繹詮釋這顆鏡頭,使 100 STF 變成相當具有特色的一顆代表作。 以下實拍照片皆使用 Sony FE 100mm F2.8 STF GM OSS 鏡頭搭配 Sony A7R II 機身拍攝,預設數位修正全部開啟,並使用 X.Fine Jpeg 機身直出拍攝,除縮圖之外未經任何後製軟體修正,若欲檢視完整照片可至此相簿。

alpharumor: 孤高的女劍士「梅喧」作為 DLC 角色參戰

▲整顆鏡頭的設計採用相對厚實的「GM」鏡頭質感,鏡頭表面也有別於早期 ZA 鏡頭的光滑金屬面,改採較耐操的粗糙面設計。 T客邦為提供您更多優質的內容,採用網站分析技術,若您點選「我同意」或繼續瀏覽本網站,即表示您同意我們的隱私權政策。 包含了已上線的「查姆查姆」「高嶺響」「天草四郎時貞」及 8 月 19 日上線的「梅喧」,總計 4 名 DLC 角色套裝的季票 3 正在火熱發售中。 T客邦由臺灣最大的出版集團「城邦媒體控股集團 / PChome電腦家庭集團」所經營,致力提供好懂、容易理解的科技資訊,幫助讀者掌握複雜的科技動向。

兩者的光學設計不同,理應在光學表現上會略有差異,以下針對 100 STF 以及 135 alpharumor2025 STF 這兩顆鏡頭做畫質比拼測試,兩顆鏡頭皆位於同一地點,以 Sony A7R II 作為測試機身來拍攝同一目標,比較各光圈值下的畫質表現。 以下針對 100 STF 以及 135 STF 這兩顆鏡頭做散景比較測試,兩顆鏡頭皆位於同一地點,以 Sony A7R II 作為測試機身來拍攝同一目標,比較各光圈值下的畫質表現,拍攝時數位修正全開。 由於焦距不同,兩者的視角會有所差距,在同一攝物距下 135 STF 的景深理應較淺,但這樣的測試仍可作為 STF 效果的參考。 開啟數位修正比較的原因,是因為兩顆鏡頭推出年代相隔數十年,科技力的差異不應僅侷限在光學上面,而更應該在數位修正上體現,並且 Sony 也有針對自家的 A 接環鏡頭做出數位修正,只要使用 LA-EA 系列轉接環轉接 A7 皆會獲得數位修正的功能(雖然我們無法肯定 135 STF 的修正幅度是多少)。 筆者會認為預算足夠、喜愛 STF 散景、有拍攝人像需求、希望購入一顆光學素質優秀且操作性良好的使用者會是 Sony 100mm STF GM OSS 的主要客羣,雖然 F5.6 的光通量會是一項缺憾,但在光源不足時仍可靠著 A7 系列高感度彌補。