anc降噪5大優勢2025!(小編推薦)

關於「噪音」的定義很多:從物理角度就是聲音的頻率、強弱、規律皆是雜亂無章的隨機聲波,會對人造成生理心理不適感;從廣泛的定義來說,只要是讓人感覺到「不好聽、厭惡」的聲音就可以被稱為噪音。 anc降噪 ANC半導體的智能化需要大量的大數據處理與機器學習環節,而衆所周知存儲器在這樣的大數據處理過程中至關重要。 anc降噪 相信ANC產業隨同存儲器的高速發展能夠高度智能化並拓展更多應用。

  • 想買個降噪耳麥,聽音樂,大致看了兩種降噪技術,懂一點,但是太深了也沒懂。
  • 當您在吵雜的環境中並且需要撥打或接聽電話時,這非常有用,即使汽車或火車經過時,對方也能清晰地聽到您的聲音。
  • 不過環境音也需要看廠商對麥克風的掌握度,如果沒有調整好,所有聲音會糊在一起或有明顯透過麥克風與喇叭傳遞的機械感,因此如果擔心這種狀況,幫主建議去實際試聽來感受耳機的環境音功能是否符合你的要求。
  • 除此之外,接收到噪音到產生抗噪音的過程可能會導致長達30毫秒的延遲,雖然聽起來可能不多,但是實際上可以對消除噪音的程度產生很大的影響。
  • 不會,主動降噪的原理是發出噪音的反向聲波來抵銷噪音,不只不會對耳朵造成影響,還可以避免噪音影響生理心理。
  • 這是一種主動式的方法,必須使用電力,不同於被動式的噪音控制方法(隔音)不需要任何電力,如隔絕,吸音板或排氣管消音器。
  • 在正式開始製作一款主動降噪耳機之前,我們需要特殊的音頻設備。

相信許多人第一次聽到ANC主動式降噪,是在蘋果推出AirPods Pro的時候,才知道這個技術。 至於雙饋式其實就是融合了前饋和後饋兩套噪聲偵測,位於耳機外側的降噪麥克風會先收集並交給DSP進行第一次的降噪處理,而耳機內側的降噪麥克風則會監測降噪效果,進一步處理漏網之魚。 因此雙饋式的主動降噪效果是最理想的,當然成本也更高就是了。 當你戴著 AirPods Max 時,按下噪音控制按鈕可在「主動式降噪」和「通透模式」之間切換。 你可以在 iPhone、iPad 或 Mac 的「藍牙」設定中自訂切換的模式(「主動式降噪」、「通透模式」和「關閉」)。 使用 iOS、iPadOS、watchOS 或 macOS 切換噪音控制模式時,「主動式降噪」選項會顯示為「降噪」。

anc降噪: 匠|AUKEY Key Series EP-T18NC ANC降噪真無線藍牙耳機

Fogel 博士的降噪系統,成為當時全球第一批的問是的降噪產品。 在1933年,德國哲學和醫學博士 Paul Lueg 提出了主動降噪原理的專利申請,這一個看起來平淡無奇的降噪專利申請,卻意外開啟降噪耳機的未來之路。 當時 Paul 博士申請的專利已獲得授權,並具有理論上的合理性,但是,受限於當時的技術,降噪耳機無法立即有產品問世。 A1:沒有,ANC主動降噪是以麥克風發出反相波去抵銷噪音,並不會對耳朵產生危害,且可避免聆聽者使用大音量聆聽,而傷害耳朵。 前饋式ANC主動降噪設計的麥克風無法偵測到耳道內聲音散播的情況, 如果配戴時未戴佩正確位置,讓異音進入耳道,這時前饋式ANC主動降噪耳機就無法達到好的降噪效果。

anc降噪

您因委託代購所支付之款項,可能包含代購商品價金、各式運費、以及代購服務費等,詳細支付內容及各項費用明細以代購網頁上所顯示者為準。 您一旦依照代購服務網頁所定方式、條件及流程完成委託代購程序,就表示您提出要約、願意依照本約定條款及相關網頁上所載明的約定內容、交易條件或限制,委託代購業者在境外網站為您訂購您所選擇的代購商品。 anc降噪 提醒您,原廠外盒及原廠包裝都屬於商品的一部分,若有遺失、毀損或缺件,可能影響您退貨的權益,也可能依照損毀程度扣除為回復原狀所必要的費用。

anc降噪: 主動式降噪(ANC)之原理與分析

但現在市面上的主動降噪耳機,大多數都已經是數字型主動降噪技術,所以FIIL這個純粹就是噱頭而已。 折扣:如無特殊說明,折扣指銷售商在原價、或劃線價(如品牌專櫃標價、商品吊牌價、廠商指導價、廠商建議零售價)等某一價格基礎上計算出的優惠比例或優惠金額;如有疑問,您可在購買前聯繫銷售商進行諮詢。 哪怕系統中僅存在 1%的 FM 量,也將導致系統無法進行有效消噪。 本文將在第三章和第六章分別從實時仿真以及實際實驗兩方面分析說明 FM 問題。 過程講解:噪聲信號$x$通過 初級路徑$H$ 成爲 初級噪聲信號$d$,噪聲信號$x$和誤差信號$e$傳入自適應濾波器以供權重更新,自適應濾波器輸出$y$,去和初級噪聲信號做減法,使得誤差信號$e$逐漸減少到0。 可以很好的跟蹤時變信號,通過某種優化誤差準則不斷調整產生所需信號。

  • 本文基於Matlab官方給出Simulink例程,主要介紹寬帶前饋單通道ANC系統原理,和X-濾波的LMS算法思想,並簡單拓展到其它類型的ANC系統。
  • 大家都知道,對於主動降噪這個功能,往往都出現於價格偏高的耳機身上,而此次QCY 這款MeloBuds ANC降噪耳機可謂是加量不加價,40dB主動深度降噪技術的加入更是讓耳機有了越級的表現。
  • 在外觀部分充電艙一樣使用編織布料,質感非常好,耳機本身也偏大顆但主要是較突出,不會壓迫到耳朵因此在穿戴上不會感到不舒服。
  • 說到降噪的話,主流的有ANC、ENC、CVC、DSP四大技術,有什麼區別,我們結合產品具體談。
  • 另一方面,藉助全新的H2晶片和訂製單體,AirPods Pro 2可提供更好的低音和高音,還可以使用iPhone的TrueDepth鏡頭建立個性化的空間音訊,聆聽支援杜比全景聲的音樂中。

外觀上質感維持了霧面的設計,而本次一樣有Bose獨家專利的StayHear™ Max tips鯊魚鰭耳套,在穿戴上的穩定性有著更優異的表現。 AirPods Pro 2的通話品質就不多做贅述了,就是強。 目前主編們測試過的耳機中只有Anker Soundcore Liberty Air 2能與之抗衡;最後也是之前讓人覺得比較可惜的是續航力部分偏短,但這次完全解決了,單次續航來到6小時,搭配充電盒最多可以來到30小時。 耳機本體的外觀並沒有大幅度的更改,確保了輕量、優秀的配戴性,比較大幅度的更新是在充電盒之上,這次多配置了可以發出聲音的揚聲器,幫助使用者可以快速找到充電盒的位置在哪,同時也有新增了實用的耳機掛繩孔。 單次續航來到8小時,配上充電盒可達24小時以上,使用一整天沒問題。

anc降噪: ANC降噪耳機,給你想“靜靜”的機會

主動降噪耳機透過耳機上的麥克風來接收環境噪音(非通話時接收語音的麥克風),再利用耳機內部晶片產生與噪音相反的反向聲波來抵銷環境噪音。 這款耳機一共配備6個麥克風,並且還通過將麥克風位置移至側面和底部的特殊結構設計,做到了非常好地通話環境降噪和抗風降噪效果。 就是這樣一個國民品牌這次又帶來了性價比非常高的一款主打主動降噪功能的藍牙耳機 QCY MeloBuds ANC,下面就來看看這款耳機的表現究竟怎麼樣。 這是一種主動式的方法,必須使用電力,不同於被動式的噪音控制方法(隔音)不需要任何電力,如隔絕,吸音板或排氣管消音器。 隨著技術的進步,主動降噪不再是有線耳機或耳罩式耳機使用者才能享有的神奇功能,2019年7月Son… 這些麥克風策略性地配置在耳機周圍,並且利用麥克風來確定用戶聽到的內容。

anc降噪

混和式ANC主動降噪(Hybird anc降噪 ANC),會分別置麥克風於耳機的內側與外側,內外側各放1個以上,雙耳4個以上,降噪麥克風數量是前饋或反饋的兩倍,所以ANC主動降噪效果也比較高一點。 科技來自於人性,那次不愉快的經驗,激發了他對ANC主動降噪技術的研究動力,在下飛機之後便立即著手推導演算,並在他的筆記本寫下了ANC主動降噪耳機最原始的方程式。 不會,主動降噪的原理是發出噪音的反向聲波來抵銷噪音,不只不會對耳朵造成影響,還可以避免噪音影響生理心理。

anc降噪: 主動降噪降噪方法

這表示你仍然可以在聆聽音樂時聽到外界周遭的一切聲音,如果在跑步或是騎自行車時就是個非常重要的功能。 再來到了 1970 年,Amar Bose 博士再搭機的過程中,感受到飛機引擎聲發出巨大聲響造成不舒服,因此,他開始設計裝有麥克風的耳機,量測外部的聲音,並且將量測到外部的聲音,製造反向的波來抵銷外界的噪音。 這一個新型態的發明,就是目前ANC主動降噪耳機的主要原理了。 工作原理是麥克風收集外部環境噪音,然後系統複製一個與外界環境噪音相等的反相聲波,將噪音抵消,從而達到更好的降噪效果。

anc降噪

這麼一來,這個耳機需要一段的算法處理時間,先學習噪聲,這個學習需要時間,然後再把學習到的噪聲相位反轉,有一個自適應調整期。 降噪功能對耳機的作用很重要,一是減少噪音,避免過度放大音量,從而減少對耳朵的損害。 辦法:先採集噪聲,所以處理器會根據噪聲進行預測,預測出下一時刻噪聲的情況,併產生相位相反的噪聲,來抵消原噪聲。 是的,開啟主動降噪或多或少會導致音質失真,聲音可能帶有背景嘶嘶聲,但實際影響程度則要視耳機而定,調校良好的耳機幾乎沒有感覺。 擷取外部噪音的麥克風在耳機的外側,這樣的設計讓麥克風會較快擷取到外部音,使其有更多時間產生抗噪音來降低高達 1-2 KHz 的高頻噪音。

anc降噪: 藍牙耳機降噪知識

我們可以看到,的確是高頻的隔音能力比較好,自2kHz 以上,能夠有6dB anc降噪2025 以上的衰減量,最高到7kHz有33dB的衰減量;不過被動隔音性能到了低頻,它的效果就不好,甚至還略微增加音量。 anc降噪 換句話說,即便每天使用4個小時,這款耳機也能妥妥地支撐8天,對於大部分用戶而言10-15天充一次電還是很香的。 耳機的整體設計上十分圓潤,配件上也十分豐富,雖然價格不貴,但是該有的它都有,typc-c充電線、充電倉、大中小三幅耳帽以及產品說明書等。 最近看到很多小夥伴兒在知乎上提問,200元左右到底有沒有值得入手的耳機,200元以下藍牙耳機真的是交智商稅麼? 答案是否定的,伴隨國貨的雄起,很多的國產耳機的表現還是很不錯的,比如大家所熟悉的小米、漫步者、QCY、倍思等耳機產品,其價格不僅美麗,而且在耳機的實際體驗上也是表現很不錯的,尤其是年輕用戶,他們更鐘愛國貨。 Shopee 蝦皮購物是東南亞最大的線上購物平臺,以創新的 app 提供使用者便利友善的服務,快速安全的交易環境,豐富多元的購物體驗,廣受各國消費大眾的喜愛。

這些因素都很看重,達成平衡被動降噪效果就會非常突出;第二個被動降噪防線是吸收震動與雜訊,控制這些能量傳播自然就能獲得加成的被動降噪效果。 Apple AirPods anc降噪2025 Pro的降噪深度峯值可以超過-30db,噪音已不到原先的1/8;而Sony WF-1000XM3的峯值深度逼近-40db,噪音音量就接近原先的1/16,降噪效果非常強。 在音質方面還有一說是開啟ANC主動降噪儘管影響聲音但未必每個人都不喜歡,被反向聲波渲染的聲音有些人聽起來會感覺更舒服。 使用此技術最知名的是Apple AirPods Pro與Sony WF-1000XM3降噪豆。 ANC降噪系統的開端,降噪麥克風置於耳機外側,在整套系統的最上游。 透過麥克風收到噪音並靠著DSP(數位訊號處理器)來處理並轉換出反向聲波訊號。

anc降噪: 主動降噪藍牙耳機推薦,618必購時尚降噪藍牙耳機排行榜

這款耳機採用了10mm的LCP石墨烯動圈,配合高彈性拆邊,高中低頻的表現還是很均衡的。 此外,根據訊號的不同,分為使用類比訊號的Analog ANC和使用數位訊號的DSP ANC(簡稱DSP),將在以下DSP的介紹中詳細比較兩者不同。 不論在硬體、軟體還是應用程式功能,Soundcore Liberty 3 Pro都能算是名符其實的CP值霸主。 Soundcore Liberty 3 Pro,圖片出自soundcore官方網站,非碼幫主所有Soundcore Liberty 3 Pro可以說是藍牙耳機市場中不可忽視的一副超高CP值藍牙耳機。 5K的價位在現今的藍牙耳機中絕不算便宜,但看見Liberty 3 Pro的規格後真的很難不心動。 試聽歌曲我選擇了《大魚》和《渡口》,整體表現還是很滿意的,在高音表現方面比較通透和清晰,而且聲音還原真實和優美,低頻方面下潛較深,中頻方面表現張力稍有不足,特別是在鼓點的時候,總感覺沒什麼力道。

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” width=”602px” alt=”anc降噪”/>

一般包括兩個及以上的次級聲源或誤差傳聲器,次級通路數是該系統次級聲源數與誤差傳聲器數的乘積,可採用前饋或反饋結構,當選用前饋結構時,參考傳聲器的數量可以爲一個或多個。 從質點位移的角度分析:設噪聲信號由公式1表示,抵消信號由式公式2表示,在指定的降噪區域疊加後的信號由公式3表示。 波陣面是指聲音傳播中相位相同的各介質點相連成的面,根據其不同,對聲波分成平面、球面和柱面聲波的類型。 平面聲波的波陣面是垂直於傳播方向上的平面,所形成的聲場是一維聲場。

anc降噪: 降噪(ANC)藍牙耳機方案開發應用

QC Earbuds II有著真無線藍牙耳機中最強的降噪能力,音質、穿戴、連線穩定、降噪、通透都能帶來高度水平的體驗。 如果你在意品質,且預算充足能接受它高達新臺幣9500的訂價,那QC Earbuds II會是很不錯的選擇。 前文中介紹到的Liberty Air 2 Pro和 3 Pro都是soundcore近兩年所推出功能齊全、價格合理的高CP值真無線藍牙降噪耳機,今年九月,soundcore 也不負眾望,又拿出了殺手鐧—soundcore Liberty 4。 而其規格可說是當前藍牙耳機市場數一數二,Liberty 3 Pro搭載藍牙5.2版本、Qi無線充電、入離耳偵測等等的實用功能。 值得一提的是,Liberty 3 Pro不只能透過Soundcore App自訂EQ,還能運用Hear ID 3.0去幫用戶客製化ANC降噪,以達最佳的降噪體驗。

anc降噪: 耳機降噪爲什麼選用艾邁斯半導體?

通過非聲學傳感器可採集到噪聲源信號的同步信號(如轉速、加速度等),按照一定的線性關係可將其轉換爲頻率值,根據該頻率值可使信號發生器產生與窄帶噪聲頻率一致的參考信號。 上文所涉及到的聲壓表達式是在自由聲場條件下纔可以滿足的,自由聲場是指沒有邊界和障礙的聲場,聲波的傳播不會受到空間的約束,是一種理想化的條件。 而現實生活中往往是有界聲場,存在邊界和障礙,聲波在傳播過程中會被反射等等,聲波傳播現象複雜,分析研究難度高,因此本文建立在自由聲場,且傳播媒介爲均勻理想介質等理想環境的基礎上,以聲壓爲主要表述噪聲控制性能的參數,開展對於有源噪聲控制結構及算法的研究。 主動降噪(Active Noise Cancellation),是一種降噪技術,應用在耳機降噪上,從噪聲源本身着手,設法通過電子線路將原噪聲的相位倒過來。

這款耳機採用的是觸摸操控,觸摸左右耳機的側面居中位置,通過敲擊的次數不同,可以實現音樂播放/暫停,切歌,喚醒語音助手,接打電話或者拒接等操作。 The anc降噪 Best網頁以:駁iPhone音色/駁Android音色/降噪能力/易用程度,共4個準則。 挑選了15款ANC真無線耳機推薦款式,當中apple AirPods Pro因為要同時測試Android、iOS雙平臺表現,排名並不太高。 (3)分別在以上三種噪聲環境下,測試固定係數濾波器單獨工作和兩種濾波器同時工作情況下的主動降噪性能,以及加入自適應濾波器前後的噪聲抑制性能對比。

anc降噪: 最值得入手的降噪藍牙耳機 主動降噪耳機推薦

ANC主動降噪耳機目前有模擬和數字兩種主流方案,但在大規模生產時,模擬降噪方案需要調整外圍的RC阻容器件作爲濾波器反饋端的參數,而RC器件的精度導致最終耳機的降噪能力差異極大,且不良率很高。 對於這個問題,技術型授權分銷商Excelpoint世健公司的技術支持部副經理Jack Yao向我們介紹了ADI 數字主動降噪方案。 他表示,面對消費級ANC耳機面臨一致性、功耗、音質三重挑戰,該方案都可以一併解決。 近日,有媒體曝料,知名藍牙耳機品牌Nank南卡推出TWS降噪藍牙耳機A1,該耳機擁有主動降噪功能,還支持藍牙5.0芯片。 森海塞爾MOMENTUM真無線二代採用了7mm微動圈驅動單元, Hz頻率範圍。