![Audio-Technica AE2500 Dinamik Ensturman Mikrofonu](http://ideacdn.net/idea/jx/46/myassets/products/194/tvhkwvumdx48202023820-ae2500-1-500x500.jpg?revision=1697143329)
Audio-Technica AE2500 Dinamik Ensturman Mikrofonu
54.533,37 TL
5.802,80 TL den başlayan taksitlerle!
Saat 15:00'a Kadar Olan Siparişler Aynı Gün Kargoya Verilecektir
Audio-Technica AE2500 Dinamik Enstrüman Mikrofonu
Üstün tekme davul mikrofonu, Artist Elite AE2500 çift elemanlı mikrofon, hepsi tek bir muhafazada mükemmel bir faz ilişkisinde hem kondenser hem de dinamik kapsüller içerir. Sağlanan bir ayırıcı kablo ile, ayrı elemanlar, hassas bir ses dengesi sağlamak için kendi 3 pimli XLR konektörleriyle farklı kanallarda kontrol edilebilir. AE2500 sağlam ve dayanıklı bir kasa içinde sunulur ve darbelere karşı koruma, güvenli montaj ve kolay konumlandırma sağlayan bir stand kıskacı ile birlikte gelmektedir.
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
Üstün tekme davul mikrofonu, Artist Elite AE2500 çift elemanlı mikrofon, hepsi tek bir muhafazada mükemmel bir faz ilişkisinde hem kondenser hem de dinamik kapsüller içerir. Sağlanan bir ayırıcı kablo ile, ayrı elemanlar, hassas bir ses dengesi sağlamak için kendi 3 pimli XLR konektörleriyle farklı kanallarda kontrol edilebilir. AE2500 sağlam ve dayanıklı bir kasa içinde sunulur ve darbelere karşı koruma, güvenli montaj ve kolay konumlandırma sağlayan bir stand kıskacı ile birlikte gelmektedir.
- Devrim yaratan çift eleman tasarımı
- Bir kabukta iki mikrofonun esnekliği
- Saldırı için dinamik eleman, tonalite için kondenser elemanı
- İki faz ile pratik olarak ulaşılamayan mükemmel faz ilişkisi elemanı konumlandırma
- Diyaframlara ulaşan ses üzerinde hassas kontrol için iki kat dirençli örgü
- Yolda güvenilirlik için sağlam ve dayanıklı tasarım
- Şok koruması, güvenli montaj ve kolay konumlandırma için izolasyon kelepçesi
- Her bir elemanın ayrı kontrolü için 5m kablo (5 pin XLR - 2 x 3 pin XLR) dahildir
eleman | Kondenser, Dinamik |
Kutupsal Desen | Kardioid |
Frekans tepkisi | 20-17.000 Hz (kondansatör) 30-10.000 Hz (dinamik) |
Açık Devre Hassasiyeti | 1 Pa'da (kondenser) -51 dB (2,8 mV) re 1V (yoğunlaştırıcı) -54 dB (1,9 mV) yeniden 1 Pa'da 1V (dinamik) |
İç direnç | 100 ohm (kondansatör) 600 ohm (dinamik) |
Maksimum Giriş Ses Seviyesi | 148 dB SPL,% 1 THD'de 1 kHz (kondansatör); 158 dB SPL, 10 dB pedli (nominal) |
Düşük Frekans Açma | 80 Hz, 12 dB / oktav (kondansatör) |
Dinamik Aralık | 124 dB, Maks SPL'de 1 kHz (kondansatör) |
Sinyal gürültü oranı | 70 dB, 1 Pa'da 1 kHz (kondansatör) |
Phantom Güç Gereksinimleri | 11-52V DC, 3 mA tipik (kondansatör) |
Ağırlık | 390g |
boyutlar |