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	<title> &#187; Akustik Ruang</title>
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		<title>Desain akustik dan fungsi ruang</title>
		<link>http://peredamsuara.com/desain-akustik-dan-fungsi-ruang/</link>
		<comments>http://peredamsuara.com/desain-akustik-dan-fungsi-ruang/#comments</comments>
		<pubDate>Wed, 09 Nov 2011 14:32:39 +0000</pubDate>
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				<category><![CDATA[Akustik Ruang]]></category>
		<category><![CDATA[Referensi Akustik]]></category>
		<category><![CDATA[acoustic design]]></category>
		<category><![CDATA[acoustic engineer]]></category>
		<category><![CDATA[acoustic reference]]></category>
		<category><![CDATA[Acoustical Design Engineering]]></category>
		<category><![CDATA[Akustik Studio Musik]]></category>
		<category><![CDATA[peredam suara]]></category>
		<category><![CDATA[Perhitungan Akustik]]></category>

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		<description><![CDATA[Desain akustik dan fungsi ruang Seringkali kita mendengar orang mengeluh tentang akustik Desain sebuah ruang. Keluhan seperti tidak jelasnya dialog yang di ucapkan oleh panelis dalam sebuah konferensi, musik yang terdengar hingar bingar pada sebuah konser musik rock, tidak dapat &#8230; <a href="http://peredamsuara.com/desain-akustik-dan-fungsi-ruang/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h1>Desain akustik dan fungsi ruang</h1>
<p>Seringkali kita mendengar orang mengeluh tentang <a title="Desain Akustik" href="http://peredamsuara.com/desain-akustik-dan-fungsi-ruang/"><strong>akustik</strong> <strong>Desain</strong></a> sebuah <strong>ruang</strong>. Keluhan seperti tidak jelasnya dialog yang di ucapkan oleh panelis dalam sebuah konferensi, musik yang terdengar hingar bingar pada sebuah konser musik rock, tidak dapat berbicara dengan tenang pada meja makan di sebuah rumah makan karena noise level yang tinggi, pengumuman jadwal penerbangan yang tidak terdengar jelas di sebuah airport.</p>
<p>Hal tersebut diatas terjadi karena perencanaan ruang tersebut tidak melibatkan konsultan <strong>akustik</strong> dalam tahap awal perencanaan ruang, yang mengakibatkan ruangan yang telah di <em>desain</em> secara indah menjadi mubasir akibat kegagalan akustik.</p>
<p>Salah satu hal penting yang perlu di perhitungan pada saat perencanaan ruang yang melibatkan audiens adalah nilai RT60 yang sesuai dengan peruntukan ruang. Definisi RT 60 dapat dibaca pada artikel saya sebelumnya: <span style="text-decoration: underline;">Bahan peredam suara</span> dalam mengatasi gema – perhitungan RT60.</p>
<p>Dalam tulisan ini saya akan memberikan beberapa contoh soal perencanaan <span style="text-decoration: underline;">desain akustik</span> yang benar – yang memberikan kepuasan pada audiens – serta pemilik ruangan tersebut.</p>
<p>Contohnya pertama adalah saat merancang sebuah ruangan konferensi – dengan audiens maksimal 800 orang – dimana 80% aktifitas utama audiens dalam ruangan tersebut adalah mendengarkan dialog. Maka diperlukan perencanaan nilai RT60 yang cocok sehingga audiens dapat mendengarkan kejernihan dan kejelasan dialog tanpa adanya gangguan berupa perkataan yang bertumpuk akibat pantulan suara yang terjadi di ruangan tersebut.</p>
<p>Gambar 1. <em>Desain</em> awal sebuah ruang konferensi</p>
<p>Ruang Konferensi yang baik memerlukan<strong> desain akustik</strong> yang benar. RT 60 adalah salah satu aspek terpenting dalam <span style="text-decoration: underline;">perencanaan akustik ruang</span> pada sebuah ruang konferensi.</p>
<p>Hal sebaliknya adalah merancang <a title="Concert Hall" href="http://peredamsuara.com/perhitungan-reverb-time/" target="_blank">ruangan concert hall</a> – dengan audiens sekitar 2000 orang – yang mana di dalam ruangan tersebut 90% aktifitas utama audiens adalah mendengarkan pagelaran musik akustik. Pagelaran sebuah musik orkestra umumnya jarang menggunakan mikrofon dan pengeras suara. Sumber suara berupa suara musik dari seksi alat musik gesek, soprano, tenor dan sebagainya dapat terdengar dengan baik oleh 1000 audiens berkat bantuan pantulan dan difusi suara yang telah di rancang dengan baik oleh <strong>desainer akustik ruang</strong> tersebut.</p>
<p>Gambar 2. Sydney Opera House</p>
<p>Sydney opera house dengan kapasitas 2800 orang, salah satu ruang konser orkestra dan theater dengan desain akustik terbaik di dunia, memiliki RT dan EDT 2.1 detik.</p>
<p>Dari dua contoh diatas dapat disimpulkan bahwa kegiatan utama audiens dalam ruangan dan sumber suara adalah dasar untuk menentukan <em>rancangan akustik</em>.</p>
<p>Suara apakah yang di dengarkan oleh audiens dalam sebuah ruangan?<br />
Berikut adalah suara yang didengar oleh audiens dalam sebuah ruang:</p>
<p>1. Dialog<br />
2. Musik<br />
3. Campuran antara musik dan dialog<br />
4. Campuran antara Musik, dialog dan noise</p>
<p>Berdasarkan list suara yang di dengar oleh audiens diatas – arsitek dan akustisi membagi fungsi ruang sebagai berikut:</p>
<p>1. Ruang konferensi: dialog<br />
2. Cinema: dialog, noise dan musik<br />
3. Theater: dialog dan musik<br />
4. Ruang konser musik pop/rock/jazz: musik dengan pengeras suara<br />
5. Ruang konser orkestra: musik akustik tanpa pengeras suara<br />
6. Ruang ibadah: dialog dan musik<br />
7. Rumah makan: dialog dan background musik<br />
8. Night Club: musik dengan SPL yang relatif tinggi</p>
<p>Dan berdasarkan list ruangan tersebut diatas, para akustisi dunia sepakat untuk membuat RT minimum dan maksimal untuk masing – masing ruangan yang disebutkan diatas sebagai berikut:</p>
<p>1. Ruang konferensi: 0.6 – 1.3 (detik)<br />
2. Cinema: 0.6 – 1.2 (detik)<br />
3. Theater: 1 – 1,8 (detik)<br />
4. Ruang konser musik pop: 1.4 – 2 (detik)<br />
5. Ruang konser orkestra: 1.6 – 3 (detik)<br />
6. Ruang ibadah: 1.8 – 3.2 (detik)<br />
7. Rumah makan: maksimal 1.8 (detik)<br />
8. Night Club: 0.6 – 1.6 (detik)</p>
<p>Dengan mengikuti list RT60 untuk masing – masing fungsi ruang dan di kombinasikan dengan perencanaan <strong>panel akustik</strong> yang benar serta desain interior yang baik maka pemilik ruangan dapat memaksimalkan pengalaman audiens dalam ruangan tersebut.</p>
<p>Demikian artikel ini saya buat dengan harapan tulisan ini dapat memberikan manfaat pada pembaca VOKUZcom / FORUMS.</p>
<p>Salam,<br />
Herwin Gunawan</p>
<p>Hubungi kami untuk informasi lebih lanjut di:<br />
<a href="../" target="_blank">Peredamsuara</a><br />
Jl. Hayam Wuruk no 2R-S<br />
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Fax: 021 345 8 143</p>
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		<title>Akustik high end audio</title>
		<link>http://peredamsuara.com/akustik-high-end-audio/</link>
		<comments>http://peredamsuara.com/akustik-high-end-audio/#comments</comments>
		<pubDate>Wed, 09 Nov 2011 08:06:54 +0000</pubDate>
		<dc:creator>Webmaster</dc:creator>
				<category><![CDATA[Akustik Ruang]]></category>
		<category><![CDATA[akustik]]></category>
		<category><![CDATA[insulasi suara]]></category>

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		<description><![CDATA[Akustik high end audio PENDAHULUAN Makalah ini saya buat guna memenuhi permintaan saudara Slamet Adijuwono yang menjabat sebagai ketua IHEAC periode tahun 2009 – 2010 untuk mengisi kegiatan bulanan IHEAC dengan mengadakan seminar singkat mengenai akustik pada ruang high end &#8230; <a href="http://peredamsuara.com/akustik-high-end-audio/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h1>Akustik high end audio</h1>
<p><strong><span style="color: #000000;">PENDAHULUAN</span></strong></p>
<p><span style="color: #000000;">Makalah ini saya buat guna memenuhi permintaan saudara Slamet Adijuwono yang menjabat sebagai ketua IHEAC periode tahun 2009 – 2010 untuk mengisi kegiatan bulanan IHEAC dengan mengadakan seminar singkat mengenai akustik pada ruang high end audio pada tanggal 30 May 2009. Awal mulanya saya sedikit bingung dan cemas memikirkan materi yang sebaiknya saya siapkan untuk seminar tersebut. Saya berpikir dan terus berpikir untuk mendapatkan bahan yang isinya sederhana tapi dapat bermanfaat untuk anggota IHEAC tetapi pikiran saya masih buntu. Untungnya saya mendapat undangan dari Freeport untuk meninjau akustik bangunan mesjid mereka yang berlokasi di Kuala Kencana – Timika. Jadi selama perjalanan yang memakan waktu sekitar enam jam saya dapat merumuskan beberapa pokok bahasan akustik yang saya harapkan cocok untuk saya bawakan saat ini.</span></p>
<p><span style="color: #000000;">Dalam kegiatan saya sehari – hari sebagai konsultan dan installer akustik di lapangan sering kali saya menemui persepsi orang umum yang beranggapan bahwa <a href="http://vokuz.com/peredam-suara/" target="_blank">akustik</a> adalah hanyalah sebatas memasang bahan peredam rockwool pada seluruh dinding dan dilapisi karpet, atau untuk orang yang lebih informatif mengatakan bahwa untuk ruangan audio di perlukan beberapa panel diffuser, dan seterusnya. Pertanyaannya adalah apakah anggapan tersebut salah atau apakah anggapan tersebut benar. Untuk sementara mari kita membiarkan pertanyaan ini tidak terjawab karena sebenarnya ada pertanyaan mendasar yang penting untuk kita jawab.</span></p>
<p><strong> <span style="color: #000000;">APA TUJUAN AKUSTIK</span></strong></p>
<p><span style="color: #000000;">Sebenarnya pertanyaan awal yang kita perlu jawab adalah apa tujuan kita merancang sebuah ruang akustik untuk high end audio yang kita miliki. Untuk menjawab pertanyaan tersebut secara tepat kita perlu menyamakan persepsi kita. Yang saya maksudkan dengan merancang ruang akustik adalah dimana seseorang dengan sadar mulai mengatur – mengatur letak speakernya walaupun perangkat audio orang tersebut berada di ruang keluarga yang tidak di pasangkan sedikitpun produk akustik. Dan jika kita bertanya kepada orang tersebut mengapa anda mengatur letak speaker anda, maka kita dihadapkan pada ratusan kemungkinan jawaban yang beragam – ragam. Jawaban yang paling sederhana yang sering kita dengar adalah supaya suara musik dapat terdengar lebih enak.</span></p>
<p><span style="color: #000000;">Sebagai anggota IHEAC yang umumnya berpikir sangat kritis kita pasti kembali bertanya seperti apa suara musik yang terdengar lebih enak. Banyak kriteria tentang suara yang enak yang beredar di masyarakat umum. Akan tetapi apabila kriteria suara yang enak tidak kita perjelas maka sangat sulit untuk kita menjawab pertanyaan tersebut diatas. Apa tujuan akustik pada ruang high end audio?</span></p>
<p><span style="color: #000000;">Ada beberapa kemungkinan jawaban yang sering dikemukan orang mengenai pertanyaan apa tujuan anda memasang akustik di ruangan audio. Misalnya: untuk mendengar suara musik yang enak ruangan tidak boleh ada gemanya, atau supaya ruangan audio saya tidak mati perlu dipasang diffuser pada seluruh dinding dan tidak boleh ada material serap sama sekali. Kita kembali dihadapkan pada persepsi – persepsi yang saling bertentangan satu dengan lainnya yang tidak disertai dengan prinsip dasar yang benar.</span></p>
<p><strong><span style="color: #000000;">PERSEPSI TENTANG SUARA YANG BENAR</span></strong></p>
<p><span style="color: #000000;">Untuk menghindari perseteruan persepsi yang terjadi seperti contoh diatas ada baiknya kita menetapkan terlebih dahulu mengenai persepsi suara musik yang benar.Untuk itu saya tidak berani gegabah menentukan kriteria persepsi suara yang benar. Berhubung kita semua adalah orang high end audio maka kriteria suara musik yang benar yang kita mengacu kepada buku Introduction to High End Audio karangan Robert Harley. Di buku tersebut disebutkan beberapa kriteria tentang suara musik yang benar mulai dari: 1) Tonal Balance , 2) Stereo Image, 3) Dinamika Suara.</span></p>
<p><span style="color: #000000;">Jadi menurut anda apakah jawaban yang tepat untuk pertanyaan: Apa tujuan akustik pada ruang high end audio? Jawaban yang tepat adalah untuk menghasilkan suara musik yang memiliki tonal balance, sound stage dan dinamika musik yang baik.</span></p>
<p><span style="color: #000000;">Sebenarnya terdapat beberapa kriteria lain mengenai reproduksi suara yang benar dalam buku tersebut tetapi untuk membatasi cakupan bahasan pada seminar ini saya hanya mengambil tiga kriteria yang menurut saya penting untuk di bahas.</span></p>
<p><strong><span style="color: #000000;">APA MASALAH AKUSTIK DI RUANG AUDIO</span></strong></p>
<p><span style="color: #000000;">Umumnya rantai reproduksi musik untuk seorang audiophile adalah perangkat sumber suara, kabel, amplifier, kabel dan speaker. Suara reproduksi musik dari speaker kita sampai ke telinga kita melalui media ruang audio. Jadi komponen terakhir dari mata rantai reproduksi sinyal musik kita adalah ruang audio yang kita miliki.</span></p>
<p><span style="color: #000000;">Masalahnya setiap ruang audio memiliki warna tonal yang disebabkan oleh room modes (resonansi) dan reverberation (gaung) yang memberikan warna tambahan terhadap hasil reproduksi musik yang kita dengar. Masalah kedua adalah pantulan – pantulan awal yang terjadi di dinding memberikan sensasi arah suara tambahan pada sinyal keluaran speaker kita yang merusak stereo image. Dan masalah ketiga adalah noise room yang mengurangi rentang dinamika musik yang kita dengar hal ini memberikan sensasi musik yang terkompresi dan kita semakin jauh dari dinamika asli.</span></p>
<p><strong><span style="color: #000000;">ACUAN DESAIN</span></strong></p>
<p><span style="color: #000000;">Apabila kita lebih sering menikmati musik yang direkam pada sebuah studio maka acuan desain ruang audio kita sebaiknya menggunakan parameter – parameter akustik studio rekaman. Seperti yang kita dapat lihat pada foto di bawah ini adalah desain akustik ruang pada studio rekaman.</span></p>
<p><span style="color: #000000;"><img class="aligncenter" 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" alt="" /></span></p>
<p><span style="color: #000000;">Dan apabila musik yang kita sering dengar adalah musik klasik yang di rekam secara live berikut dengan nuansa alami akustik di ruangan tersebut maka acuan desain ruang audio kita boleh mengacu ke pada parameter – parameter sebuah concert hall mini. Contoh gambar di bawah ini adalah concert hall milik Disney yang berlokasi di Los Angeles.</span></p>
<p><span style="color: #000000;"><img class="aligncenter" 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" alt="" /></span></p>
<p><span style="color: #000000;">Secara statistik musik yang beredar di pasaran lebih dari 90% adalah suara yang di rekam di studio musik. Dan seluruh musik yang beredar di pasaran adalah hasil edit studio rekaman.</span></p>
<p><strong><span style="color: #000000;">KESIMPULAN</span></strong></p>
<p><span style="color: #000000;">Kesimpulan dari makalah ini adalah setiap aktifitas dan usaha yang kita lakukan pada ruangan kita untuk mendapatkan tonal balance, sound stage dan dinamika musik yang baik maka kita sudah berada pada jalur yang benar.</span></p>
<p><span style="color: #000000;">Akan tetapi apa bila aktifitas dan usaha yang kita lakukan pada ruangan audio memberikan hasil yang berlawanan maka kita melakukan usaha dan aktifitas yang kurang tepat.</span></p>
<p>&nbsp;</p>
<p><span style="color: #000000;">Penulis,</span></p>
<p><span style="color: #000000;">Herwin Gunawan</span></p>
<p>Hubungi kami untuk informasi lebih lanjut di:<br />
<a href="http://peredamsuara.com" target="_blank">Peredamsuara</a><br />
Jl. Hayam Wuruk no 2R-S<br />
Jakarta Pusat, 10120<br />
Telp : 021 351 3 351<br />
Fax: 021 345 8 143</p>
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		<title>Tips perletakan speaker stereo</title>
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		<pubDate>Tue, 21 Oct 2008 08:58:58 +0000</pubDate>
		<dc:creator>peredam</dc:creator>
				<category><![CDATA[Akustik Ruang]]></category>
		<category><![CDATA[high audio speaker placement]]></category>
		<category><![CDATA[peletakan speaker yang baik]]></category>
		<category><![CDATA[penempatan speaker]]></category>
		<category><![CDATA[posisi speaker]]></category>
		<category><![CDATA[speaker placement]]></category>

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		<description><![CDATA[Tips perletakan speaker stereo Mendapatkan suara terbaik di ruang dengar dengan pengaturan perletakan speaker dan posisi dengar Ruangan yang yang memadai akan menghasilkan efek kualitas suara yang baik. karakter akustik ruang pendengar harus menjadi bahan pertimbangan dalam merencanakan susunan perangkat &#8230; <a href="http://peredamsuara.com/tips-perletakan-speaker-stereo/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h1>Tips perletakan speaker stereo</h1>
<p><span style="color: #000000;">Mendapatkan suara terbaik di ruang dengar dengan pengaturan <strong>perletakan speaker</strong> dan posisi dengar</span></p>
<p><span style="color: #000000;">Ruangan yang yang memadai akan menghasilkan efek kualitas suara yang baik. karakter akustik ruang pendengar harus menjadi bahan pertimbangan dalam merencanakan susunan perangkat audio anda. Setiap ruang dengar memiliki sifat suara tersendiri. Ruang yang tepat dapat membantu mendapatkan hasil terbaik dari perangkat yang sederhana sebaliknya ruang yang kurang tepat dapat membuat suatu perangkat hebat bersuara ambur adul.</span></p>
<p><span style="color: #000000;">Salah satu aspek yang terpenting dalam perencanaan akustik adalah penempatan speaker dan posisi dengar disamping yang sudah dibahas dalam artikel pertama dan kedua mengenai resonansi dan gema ruang.</span></p>
<p><span style="color: #000000;">Penempatan loudspeaker</span><br />
<span style="color: #000000;"> Masalah yang paling mendasar beberapa ruang dengar adalah minimnya penempatan loudspeaker. Penempatan speaker yang benar adalah salah satu faktor yang s penting didalam mendapatkan suara yang bagus diruangan anda. Keseimbangan nada rendah dan tinggi ditentukan oleh penempatan speaker. Besar-kecil dan kualitas bass, latar musik yang lebar dan tiga dimensi, kebersihan nada tengah, artikulasi dan tampilan musik. Untuk itu kita perlu menguasai 6 jurus penempatan speaker dan posisi dengar untuk mendapat suara terbaik.</span></p>
<p><span style="color: #000000;">Gambar 1</span><br />
<span style="color: #000000;"> Keterangan Gambar</span><br />
<span style="color: #000000;"> PR : Panjang Ruang</span><br />
<span style="color: #000000;"> LR: Lebar Ruang</span><br />
<span style="color: #000000;"> A: Jarak punggung speaker ke dinding</span><br />
<span style="color: #000000;"> B: Jarak sisi speaker ke dinding</span><br />
<span style="color: #000000;"> C: Jarak antara 2 speaker</span><br />
<span style="color: #000000;"> D: Jarak pendengar ke speaker</span><br />
<span style="color: #000000;"> E: Jarak pendengar ke dinding</span><br />
<span style="color: #000000;"> F: Jarak panel depan speaker ke dinding</span><br />
<span style="color: #000000;"> G: Jarak pendengar ke dinding</span><br />
<span style="color: #000000;"> H: Sudut pendengar terhadap speaker</span></p>
<p><span style="color: #000000;">1. Menemukan sweet spot yang optimal.</span></p>
<p><span style="color: #000000;">A. Titik dengar dan loudspeaker harus membentuk segi tiga sama sisi. Jika tidak anda tidak akan pernah mendengar soundstaging yang bagus dan menakjubkan. Faktor penting dalam mendapatkan suara yang bagus adalah hubungan geometriks dua speaker dan pendengar. Pendengar harus duduk tepat dengan kedua speaker, jarak pendengar ke speaker sebaiknya lebih besar disbanding dengan jarak antara speaker. Gambar 1 menunjukan speaker dan posisi dengar. Singkatnya posisi dengar dimana musik akan terfokus jelas dengan latar musik yang terbentang dinamai: “sweet spot”.</span></p>
<p><span style="color: #000000;">B. Semakin besar jarak antar speaker akan memberi efek latar musik yang semakin luas. Pada tahap ini anda dipersilakan untuk melakukan eksperimen untuk mendapatkan latar musik yang optimal.</span></p>
<p><span style="color: #000000;">C. Semakin besar jarak titik dengar ke speaker memberikan fokus suara yang lebih baik. Untuk tahap ini anda harus melakukan beberapa kali ekperimen untuk mendapatkan fokus musik yang optimal.</span></p>
<p><span style="color: #000000;">D. Tetapi sayangnya point B dan C saling bertolak belakang. Jika anda mendapatkan latar musik yang lebar maka fokus musik menjadi kurang tegas dan sebaliknya. Untuk itu anda harus melakukan beberapa kali eksperimen sehingga didapat hasil yang optimal antara latar musik yang lebar dan fokus musik yang tegas.</span></p>
<p><span style="color: #000000;">2. Menemukan keseimbangan nada rendah dan nada tinggi yang optimal</span></p>
<p><span style="color: #000000;">A. Jarak speaker ke dinding bagian belakang speaker mempengaruhi besar-kecil nada rendah. Semakin dekat speaker ke dinding akan memperkuat repro nada rendah bass membuat repro musik menjadi lebih berat. Tetapi ada beberapa rancangan speaker khusus untuk didekatkan ke dinding; mereka memerlukan penguatan untuk keseimbangan frekuensi. Suara loudspeaker terdengar kecil jika ditempatkan jauh dari dinding. Ketika speaker ditempatkan dekat dinding enegi bass akan terpantul ke ruamg dengar dengan fase yang sama dengan suara bass dari speaker. Artinya pantulan nada rendah memperkuat nada rendah yang keluar dari speaker.</span></p>
<p><span style="color: #000000;">B. Semakin kecil jarak speaker dinding samping juga memperkuat nada rendah. Penempatan yang tepat akan memberikan keseimbangan frekuensi musik. Penempatan yang kurang tepat menyebabkan penggemukan pada nada tertentu dan kolorasi nada rendah dan mid.</span></p>
<p><span style="color: #000000;">C. Jarak speaker ke dinding bagian belakang speaker dan jarak speaker ke dinding samping tidak boleh sama besar. Yang harus dihindari adalah jarak speaker ke dinding samping jangan 1/3 jarak speaker ke dinding belakang. Sebaiknya jika jarak speaker ke dinding samping adalah 60 cm maka jarak speaker ke dinding belakang sebaiknya 80 cm. Ada beberapa pabrik speaker yang memberikan rekomendasi jarak ideal speaker mereka ke dinding.</span></p>
<p><span style="color: #000000;">Gambar 2 memperlihatkan grafik frekuensi suara jika jarak speaker ke dinding samping dan ke dinding belakang sama besar.</span></p>
<p><span style="color: #000000;">Gambar 2</span></p>
<p><span style="color: #000000;">Gambar 3 memperlihatkan grafik frekuensi suara jika jarak speaker ke dinding samping dan ke dinding belakang tidak sama besar.</span></p>
<p><span style="color: #000000;">Gambar 3</span></p>
<p><span style="color: #000000;">D. Yang terpenting jarak speaker ke dinding samping mempengaruhi besar-kecil suara pantulan dinding samping ke pendengar. Semakin besar suara pantulan dinding samping yang didengar pendengar semakin jelek kualitas musik yang terdengar. Point ini akan kami bahas dengan detaik pada artikel kami selanjutnya.</span></p>
<p><span style="color: #000000;">3. Menemukan posisi speaker dan pendengar di titik netral resonansi dan standing wave.</span></p>
<p><span style="color: #000000;">A. Karakteristik resonansi ruang yang dipengaruhi oleh dimensi ruang (baca artikel akustik #1). Efek resonansi menghasilkan penggemukan pada frekuensi tertentu dan perlemahan frekuensi tertentu yang menyebabkan bass “boomy”. Jika ruang dengar dimensi nya ideal maka distribusi resonansi lebih merata pada tiap frekuensi menghasilkan bass yang lebih baik dan midrange yang bersih dari selaput bass yang boomy. Sebagai pelengkap artikel #1 selain dimensi ruang yang ideal penempatan speaker juga mempengaruhi resonansi suara.</span></p>
<p><span style="color: #000000;">B. Resonansi ruang yang sering disebut standing wave memberikan seperti gelombang air di dalam ember yang dijatuhkan setetes air. Pola standing wave ini memberikan distribusi keseimbangan frekuensi yang berbeda beda. Ada posisi null atau peak. Biasanya posisi ideal speaker di letakan pada 1/5 panjang ruang atau 1/3 panjang ruang dan posisi titik dengar adalah 2/3 dari panjang ruang. Pada posisi tersebut akan terdengar suara vocal dengan jernih tanpa diselimuti dengungan bass dan fokus musik dan latar musik yang jelas dan jernih.</span></p>
<p><span style="color: #000000;">4. Menemukan suara tiga dimensi yang memilki lapisan &#8211; lapisan musik</span></p>
<p><span style="color: #000000;">Secara umum jarak dinding ke belakang loudspeaker mempengaruhi kedalaman soundstage. Semakin besar jarak speaker ke dinding semakin dalam sound stage yang kita dengar. Tariklah speaker keluar beberapa puluh centi menjauhi dinding kita dapat mendengar perbedaannya antara sound stage yang tumpuk menumpuk dan sound stage musik yang membentuk proyeksi suara tiga dimensi yang dalam. Akan tampak musisi lapis depan, kemudian musisi lapis tengah dan musisi lapis belakang. Sayangnya banyak perangkat audio yang ditaruh di ruang tamu atau ruang keluarga yang tidak memungkinkan untuk meletakan speaker jauh dari dinding.</span></p>
<p><span style="color: #000000;">5. Menemukan keseimbangan frekuensi suara dengan mengatur ketinggian posisi dengar.</span></p>
<p><span style="color: #000000;">Beberapa speaker memiliki frekuensi yang berbeda pada jika kita duduk pada ketinggian yang berbeda – beda. Ketika telinga kita sama tinggi dengan posisi tweeter kita merasakan suara yang lebih open tetapi jika telinga kita dibawah posisi tweeter maka kita merasa suara yang lebih ngebass. Kebanyakkan speaker memiliki posisi tweeters sekitar 90cm sampai 120cm dari lantai. Jika anda memiliki kursi yang dapat disetel ketinggian duduknya maka masalah ini dapat di atasi.</span></p>
<p><span style="color: #000000;">Besaran pengaruh perbedaan suara ini berbeda –beda pada masing – masing speaker. Ada speaker dengan tweeter yang aliran suara yang melebar memiliki pengaruh yang kecil terhadap perbedaan tinggi tempat duduk. Pilihlah sebuah kursi dengar dimana kedudukan telinga anda di posisi optimal sumbu tweeter akan membantu mendapatkan keseimbangan nada tinggi.</span></p>
<p><span style="color: #000000;">6. Menemukan keseimbangan frekuensi, latar musik dan fokus musik dengan toe in.</span></p>
<p><span style="color: #000000;">Terakhir adalah toe in. Toe-in menghadapkan speaker ke dalam kearah pendengar. Tidak ada aturan yang khusus untuk melakukan toe-in. Anda dipersilakan untuk melakukan beberapa eksperimen. Beberapa speaker memerlukan toe-in dan beberapa speaker tidak perlu. Efek toe-in mempengaruhi aspek musik dalam hal keseimbangan frekuensi tinggi dan mid, fokus musik, soundstage, suasana ruang dimana musik direkam , dan suara menjadi langsung.</span></p>
<p><span style="color: #000000;">Biasanya speaker terdengar lebih bright jika kita melakukan toe in. Jika suara yang keluar dari speaker cenderung butek anda dapat melakukan toe in untuk mendapat repro yang lebih bright. Beberapa model speaker dirancang untuk didengar tanpa toe-in akan menjadi sangat bright jika di letakan dengan toe in.</span><br />
<span style="color: #000000;"> Prinsip dasarnya adalah speaker toe-in dirancang bersuara optimal dengan energi suara langsung lebih banyak sampai ke telinga pendengar dan energi suara pantulan lebih sedikit Sedang speaker non toe-in berlaku sebaliknya.</span></p>
<p><span style="color: #000000;">Pengalaman adalah guru terbaik. Saran kami supaya anda mahir dalam menguasai keenam jurus diatas diperlukan banyak pengalaman mendengar dan mencoba segala posisi penempatan.</span></p>
<p><span style="color: #000000;">Salam,</span><br />
<span style="color: #000000;"> Herwin Gunawan</span></p>
<p><span style="color: #000000;"><a href="http://vokuz.com/" target="_blank"><span style="color: #000000;">www.vokuz.com</span></a></span></p>
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		<title>Contoh perhitungan RT60 untuk studio musik, home theater dan ruang musik lain</title>
		<link>http://peredamsuara.com/perhitungan-reverb-time/</link>
		<comments>http://peredamsuara.com/perhitungan-reverb-time/#comments</comments>
		<pubDate>Tue, 21 Oct 2008 03:06:37 +0000</pubDate>
		<dc:creator>peredam</dc:creator>
				<category><![CDATA[Akustik Ruang]]></category>
		<category><![CDATA[Panel Akustik]]></category>
		<category><![CDATA[Studio Musik]]></category>
		<category><![CDATA[acoustic room design]]></category>
		<category><![CDATA[Akustik Studio Musik]]></category>
		<category><![CDATA[Jenis Peredam Suara]]></category>
		<category><![CDATA[peredam suara]]></category>
		<category><![CDATA[Perhitungan Akustik]]></category>
		<category><![CDATA[reverb time]]></category>
		<category><![CDATA[reverb time 60]]></category>
		<category><![CDATA[rt 60]]></category>

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		<description><![CDATA[Bahan peredam suara dalam mengatasi gema &#8211; perhitungan RT60 &#160; 1. PENDAHULUAN Tulisan ini adalah lanjutan dari tulisan artikel akustik: Cara Menghitung Resonansi pada Ruang. Setelah mendapatkan dimensi ruang dengar yang ideal tahap selanjutnya adalah mengukur gema ruang dengar dan &#8230; <a href="http://peredamsuara.com/perhitungan-reverb-time/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h1><strong>Bahan peredam suara dalam mengatasi gema &#8211; perhitungan RT60</strong></h1>
<hr size="1" />
<p>&nbsp;</p>
<div id="post_message_284"><strong><span style="text-decoration: underline;">1. PENDAHULUAN </span></strong>Tulisan ini adalah lanjutan dari tulisan artikel akustik: Cara Menghitung Resonansi pada Ruang. Setelah mendapatkan dimensi ruang dengar yang ideal tahap selanjutnya adalah mengukur gema ruang dengar dan menetralisir gema ruang dengar.Setiap ruangan memiliki gema dengan karakteristik gema yang berbeda satu dengan yang lain. Karakter gema di ruangan ditentukan atas tiga parameter yaitu: level gema, waktu gema dan frekuensi gema.</p>
<p>Untuk membuat ruang dengar dengan akustik yang baik adalah kita harus mampu menerapkan komposisi akustik treatment yang tepat. Sehingga kita mendapatkan ruangan dengan level gema, waktu gema dan frekuensi gema yang flat pada tiap tingkatan frekuensi. Ruangan dengan tingkat gema yang pas akan memberikan nuansa ruang live musik yang baik apabila kita membangun ruang untuk musik, atau dialog yang jelas terdengar pada beragam lokasi di ruang tersebut apabila tujuan kita membangun ruang tersebut untuk keperluan seminar.</p>
<p><strong><span style="text-decoration: underline;">2. PEMAHAMAN RT60 (Reverberation Time)</span></strong></p>
<p>Ada beragam metode pengukuran waktu gema tetapi yang paling sering di gunakan adalah Reverberation Time 60dB yang lebih dikenal dengan istilah RT 60. Definisi RT60 adalah waktu (detik) yang dibutuhkan untuk suara melemah sebanyak 60dB.</p>
<p>Untuk membuat ruangan dengan hasil akustik yang baik kita perlu menghitung:<br />
(1) Besaran gema (RT60) rata &#8211; rata pada ruangan (detik)<br />
(2) Besaran gema (RT60) pada frekuensi tertentu (detik)</p>
<p>Waktu gema yang ideal (RT60) untuk ruang dengar dengan volume 10 meter kubik adalah 0.9 detik dan 500 meter kubik adalah 1.4 detik. Jika angka (RT60) ruang jauh lebih kecil dari angka patokan di atas kita akan merasakan ruangan yang cenderung mati (dead room) atau jika angka (RT60) ruang jauh di atas angka patokan di atas kita akan merasakan ruang yang terlalu bergema.</p>
<p>Misalnya anda memiliki ruangan dengan ukuran 29 meter kubik maka ideal nya waktu gemanya (RT60) adalah 1,15 detik. Tetapi jika ruangan tersebut memiliki waktu gema (RT60) sebesar 1.7 detik maka ruangan tersebut membutuhkan material serap suara. Atau sebaliknya jika pada ruangan tersebut memiliki waktu gema (RT60) sebesar 0,7 detik maka ruangan tersebut dapat kita sebut sebagai dead room dimana pada ruang tersebut banyak terdapat material serap suara.</p>
<p><span style="text-decoration: underline;"><strong>2. RUMUS PERHITUNGAN RT60</strong></span></p>
<p>Setiap material memiliki karakter serap dan pantul yang berbeda untuk frekuensi yang berbeda. Misalnya material semen cenderung untuk memantulkan nada tinggi dan untuk nada rendah di teruskan. Sedangkan karpet cenderung untuk menyerap nada tinggi dan meneruskan nada rendah. Sering saya melihat orang membuat ruang studio atau ruang audio dengan memasang karpet di lantai dan dinding. Ruang seperti ini cenderung untuk memberikan efek suara yang “boomy” (dengung) dengan detail suara yang tidak baik.</p>
<p>Rumus perhitungan RT60 adalah sebagai berikut:</p>
<p>RT60 = (0,161 x V) / (A x S)</p>
<p>V = volume ruangan (m3)<br />
A = luas permukan material (m2)<br />
S = koefisien serap material (m/detik)</p>
<p>Untuk mendown-load tabel koefisien sabine untuk beragam jenis material silakan klik link <a href="http://vokuz.com/file/sabine.pdf" target="_blank">http://vokuz.com/file/sabine.pdf</a></p>
<p><strong><span style="text-decoration: underline;">3. CONTOH PERHITUNGAN RT60</span></strong></p>
<p>Berikut contoh soal perhitungan frekuensi gema ruang dengar.Jika kita mempunyai ruang dengar dengan dimensi:</p>
<p>Panjang 6.6 m; Lebar 4.8 m; Tinggi 2.4 m</p>
<p>Permukaan lantai: Beton<br />
Permukaan dinding: Semen<br />
Permukaan Plafon: Semen</p>
<p>Dengan data diatas pertama &#8211; tama kita perlu menghitung volume ruangan tersebut.<br />
Untuk menghitung volume ruangan rumus nya adalah: panjang x lebar x tinggi.<br />
Maka kita dapat perhitungan volume ruang = 6.6m x 4.8m x 2.4m = 76.032 m3</p>
<p>Langkah kedua adalah menghitung luas masing &#8211; masing permukaan tiap bahan yang ada dalam ruangan. Pada contoh soal ini kita perlu menghitung luas total permukaan beton dan luas total permukaan semen.<br />
Luas total permukaan beton = (6.6 x 4.8) = 31.68 m2<br />
Luas total permukaan semen = luas total dinding + luas plafon = 2(6.6 x 2.4) + 2(4.8 x 2.4) + (6.6 x 4.8) = 86.40 m2</p>
<p><span style="text-decoration: underline;">A. PERHITUNGAN RT60 RUANG SEBELUM TREATMENT AKUSTIK</span></p>
<p>Dari data di atas mari kita buat tabel perhitungan sbb:</p>
<div><img src="http://vokuz.com/gambar/tab11.1.gif" alt="" border="0" /></div>
<p>Keterangan perhitungan:<br />
1. S125, S250, S500, S1000, S2000, S4000 adalah koefisien serap material (semen/beton) pada frekuensi 125Hz, 250Hz, 500Hz dan selanjutnya.<br />
Angka koefisien serap dapat di download di: <a href="http://vokuz.com/file/sabine.pdf" target="_blank"><span style="color: #800080;">http://vokuz.com/file/sabine.pdf</span></a></p>
<p>2. S125 x A adalah koefisien serap 125 Hz dikali dengan luas bidang serap. Dari tabel diatas S125 x A untuk bahan beton = 0,317</p>
<p>3. RT 60 untuk frekuensi tertentu di ruangan didapat dari angka 0.161 x volume ruang di bagi dengan total S x A. Dari tabel di atas kita dapatkan RT 60 untuk frekuensi 125 Hz adalah 0,482 detik.</p>
<p>4. Apabila seluruh angka sudah di hitung dengan baik maka kita dapat membuat tanggapan frekuensi ruangan tersebut menjadi seperti contoh dibawah ini.</p>
<div><img src="http://vokuz.com/gambar/art11B1.gif" alt="" border="0" /><br />
A2. Grafik frekuensi gema sebelum treatment</div>
<div>Grafik A2. memberikan gambaran:<br />
1. Pada frekuensi 1000 Hz gema (RT60) berlangsung selama 2.993 detik dan gema pada frekuensi 125 Hz selama 0.482 detik. Hal ini menyebabkan selisih fase dan selisih waktu untuk suara pada frekuensi 125Hz dan pada frekuensi 1000Hz.<br />
Faktor negatif untuk hal diatas adalah rusaknya stereo imaging suara serta kenyaman orang dalam menyimak dialog ataupun musik menjadi berkurang.<br />
2. RT 60 rata &#8211; rata sebesar 1,776 detik. Dimana angka tersebut di atas dari angka RT60 yang ideal yang di anjurkan untuk ruang tersebut.</div>
<div><span style="text-decoration: underline;">B. LANGKAH TREATMENT AKUSTIK</span></div>
<p>Untuk mendapatkan RT60 yang ideal kita perlu melakukan:<br />
1. Mengurangi RT60 sampai dengan angka yang ideal untuk ruangan dengan volume di atas<br />
2. Mengurangi RT60 pada frekuensi 1000 Hz dengan kombinasi material akustik yang tepat</p>
<p><span style="text-decoration: underline;">C. HASIL TREATMENT AKUSTIK YANG IDEAL</span></p>
<p>Setelah dianalisa dan dihitung dengan cermat maka dipilihlah material akustik dengan komposisi:</p>
<p>1. Lantai Karpet dengan luas permukaan bidang 31,68 m2<br />
2. Dinding dan plafon MDF dengan luas permukaan bidang 76,40 m2<br />
3. Panel Acourete Fiber dengan luas permukaan bidang 10 m2.</p>
<p>Mari kita lihat perbedaan nya dengan membuat tabel perhitungan dan grafik seperti dibawah ini.</p>
<div><img src="http://vokuz.com/gambar/tab11.2.gif" alt="" border="0" /></div>
<blockquote><p><img src="http://vokuz.com/gambar/art11B2.gif" alt="" border="0" /></p></blockquote>
<blockquote><p>B2. Grafik frekuensi gema setelah treatment</p></blockquote>
</div>
<div id="post_message_284">Grafik B2. garis warna merah jambu menggambarkan waktu gema (RT60) ruangan sebelum treatment pada tingkatan frekuensi yang berbeda. Garis biru tua menggambarkan waktu gema (RT60) ruangan yang telah ditreatment.Dari grafik di atas dapat di tarik kesimpulan bahwa:1. RT 60 rata &#8211; rata ruang telah berkurang dari 1,776 menjadi 0,426<br />
2. Grafik RT 60 untuk tiap tingkatan frekuensi menjadi lebih landai berkisar antara 0,3 &#8211; 0,6 detik di banding grafik sebelumnya antara 0,4 &#8211; 2,5 detik.</p>
<p>Demikian artikel ringkas mengenai perhitungan gema ruangan RT60 beserta contoh soal cara mengatasi masalah tersebut. Semoga tulisan yang sederhana ini dapat berguna bagi pehobby, praktisi dan pembaca pada umumnya.</p>
<p>Salam,<br />
Herwin Gunawan</p>
<p><a href="http://vokuz.com/" target="_blank">www.vokuz.com</a></p>
<p>Hubungi kami untuk informasi lebih lanjut di:<br />
<a href="../" target="_blank">Peredamsuara</a><br />
Jl. Hayam Wuruk no 2R-S<br />
Jakarta Pusat, 10120<br />
Telp : 021 351 3 351<br />
Fax: 021 345 8 143</p>
<p>Send Email :<br />
[contact-form-7]</p>
<p>&nbsp;</p>
</div>
<div id="seo_alrp_related"><h2>Posts Related to Contoh perhitungan RT60 untuk studio musik, home theater dan ruang musik lain</h2><ul><li><div class="seo_alrp_rl_content"><h3><a href="http://peredamsuara.com/resonansi-studio-musik-home-theater/" rel="bookmark">Menghitung Resonansi pada Studio Musik, Home Theater dan ruang musik lain</a></h3><p>Menghitung Resonansi pada Studio Musik, Home Theater dan ruang musik lain Beberapa waktu yang lalu saya menulis artikel Vokuz Cineplan, yaitu panduan dasar untuk membuat ...</p></div></li><li><div class="seo_alrp_rl_content"><h3><a href="http://peredamsuara.com/desain-akustik-dan-fungsi-ruang/" rel="bookmark">Desain akustik dan fungsi ruang</a></h3><p>Desain akustik dan fungsi ruang Seringkali kita mendengar orang mengeluh tentang akustik Desain sebuah ruang. Keluhan seperti tidak jelasnya dialog yang di ucapkan oleh panelis ...</p></div></li><li><div class="seo_alrp_rl_content"><h3><a href="http://peredamsuara.com/tips-perletakan-speaker-stereo/" rel="bookmark">Tips perletakan speaker stereo</a></h3><p>Tips perletakan speaker stereo Mendapatkan suara terbaik di ruang dengar dengan pengaturan perletakan speaker dan posisi dengar Ruangan yang yang memadai akan menghasilkan efek kualitas ...</p></div></li><li><div class="seo_alrp_rl_content"><h3><a href="http://peredamsuara.com/panduan-insulasi-suara-untuk-design-dinding-partisi/" rel="bookmark">Panduan Insulasi Suara Untuk Design Dinding Partisi</a></h3><p>Panduan Insulasi Suara Untuk Design Dinding Partisi Kita kerap kali mendesign dinding partisi untuk memisahkan ruang kelas, ruang kantor, ruang karaoke dan sebagainya. Umumnya partisi ...</p></div></li><li><div class="seo_alrp_rl_content"><h3><a href="http://peredamsuara.com/aplikasi-acourete-untuk-menurunkan-background-noise-yang-menggangu-kualitas-suara-pada-audio-mobil/" rel="bookmark">Aplikasi Acourete untuk menurunkan background noise yang menggangu kualitas suara pada audio mobil</a></h3><p>Aplikasi Acourete untuk menurunkan background noise yang menggangu kualitas suara pada audio mobil Secara teori kita dapat mengatakan apabila dalam kendaraan kita terdapat noise room ...</p></div></li></ul></div>]]></content:encoded>
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		<title>Menghitung Resonansi pada Studio Musik, Home Theater dan ruang musik lain</title>
		<link>http://peredamsuara.com/resonansi-studio-musik-home-theater/</link>
		<comments>http://peredamsuara.com/resonansi-studio-musik-home-theater/#comments</comments>
		<pubDate>Tue, 21 Oct 2008 02:36:21 +0000</pubDate>
		<dc:creator>peredam</dc:creator>
				<category><![CDATA[Akustik Ruang]]></category>
		<category><![CDATA[Studio Musik]]></category>
		<category><![CDATA[Acoustical Design Engineering]]></category>
		<category><![CDATA[akustik]]></category>
		<category><![CDATA[Akustik Studio Musik]]></category>
		<category><![CDATA[cara menghitung resonansi]]></category>
		<category><![CDATA[kedap suara]]></category>
		<category><![CDATA[mengatasi gema]]></category>
		<category><![CDATA[Panel Akustik]]></category>
		<category><![CDATA[peredam suara]]></category>
		<category><![CDATA[Perhitungan Akustik]]></category>
		<category><![CDATA[resonansi]]></category>

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		<description><![CDATA[Menghitung Resonansi pada Studio Musik, Home Theater dan ruang musik lain Beberapa waktu yang lalu saya menulis artikel Vokuz Cineplan, yaitu panduan dasar untuk membuat ruang dengar yang baik untuk home theater / high end audio. Setelah memuat tulisan tersebut &#8230; <a href="http://peredamsuara.com/resonansi-studio-musik-home-theater/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h1>Menghitung Resonansi pada Studio Musik, Home Theater dan ruang musik lain</h1>
<p><span style="color: #000000;">Beberapa waktu yang lalu saya menulis artikel Vokuz Cineplan, yaitu panduan dasar untuk membuat ruang dengar yang baik untuk home theater / high end audio. Setelah memuat tulisan tersebut di majalah Audio Interior dan website Vokuz.Com saya banyak menerima telpon, email dan pertanyaan. Misalnya: Bahan apa yang baik untuk akustik ruang? Ruang dengar saya ukuran 4 meter x 4 meter, menurut orang tidak bagus. Tapi mengapa? Dan masih banyak pertanyaan lainnya.</span></p>
<div><span style="color: #000000;">Termotivasi dengan pertanyaan – pertanyaan tersebut saya coba membuat artikel tentang akustik. Artikel ini membahas tentang: resonansi, gema/gaung (reverberation), pantulan dan pengaturan posisi. Karena panjangnya materi yang dibahas saya membagi tulisan saya menjadi 4 bagian. Yang saya mulai dengan pembahasan resonansi ruang dengar.</span></div>
<p><span style="color: #000000;">Resonansi adalah kejadian alam yang didefinisikan sebagai berikut: <em>Turut bergetarnya suatu benda/massa pada frekuensi tertentu akibat adanya sumber suara</em>. Jadi partikel udara di ruang dengar kita turut bergetar pada frekuensi tertentu apabila ada sumber suara di ruang tersebut.</span></p>
<div><span style="color: #000000;"><strong>Catatan: Ada beberapa anggapan bahwa dengan memasang peredam, maka </strong><strong>Masalah resonansi akan selesai. Hal ini tidak benar karena resonansi terjadi bukan </strong><strong>akibat pantulan, melainkan turut bergetarnya partikel udara yang diapit oleh </strong><strong>dinding pembatas</strong>.</span></div>
<div><span style="color: #000000;"><strong>A. Berapa frekuensi resonansi ruang dengar kita?</strong></span></div>
<div><span style="color: #000000;">Ruang dengar umumnya terdiri dari 3 permukaan yang sejajar yaitu:</span></div>
<div><span style="color: #000000;">(1) Langit-langit dan lantai,</span><br />
<span style="color: #000000;"> (2) Dinding muka dan belakang,</span><br />
<span style="color: #000000;"> (3) Dinding kiri dan kanan.</span></div>
<div><span style="color: #000000;">Frekuensi resonansi yang terjadi pada dua permukaan paralel dapat dihitung dengan rumus sebagai berikut:</span></div>
<div><span style="color: #000000;"><strong>Fr = 300 / 2L</strong></span></div>
<div><span style="color: #000000;">Fr = Frekuensi resonansi.</span><br />
<span style="color: #000000;"> 300 = adalah kecepatan suara (meter/detik).</span><br />
<span style="color: #000000;"> L = jarak antara permukaan parallel.</span></div>
<div><span style="color: #000000;">Jadi jika kita memiliki ruang dengar dengan lebar 3 meter maka frekuensi resonansi terhadap lebar adalah sebagai berikut:</span></div>
<div><span style="color: #000000;"><strong>Fr = (300m/s) / (2 x 3m) = 50Hz</strong></span></div>
<div><span style="color: #000000;">Dan frekuensi resonansi diikuti oleh frekuensi harmonis kedua, ketiga, keempat, dan seterusnya.</span></div>
<div><span style="color: #000000;">Jadi kita memiliki frekuensi resonansi untuk ruang lebar 3m adalah:</span></div>
<div><span style="color: #000000;">Fr1=50Hz; Fr2=100Hz; Fr3=150Hz; Fr4=200Hz; Fr5=250Hz; Fr6=300Hz; Fr7=350Hz.</span></div>
<div><span style="color: #000000;">Dimana:</span><br />
<span style="color: #000000;"> Fr2 adalah Frekuensi resonansi harmonis kedua</span><br />
<span style="color: #000000;"> Fr3 adalah Frekuensi resonansi harmonis ketiga</span><br />
<span style="color: #000000;"> … Dst.</span></div>
<div><span style="color: #000000;">Dan apabila panjang ruangan dengar kita adalah 6 meter maka kita dapat frekuensi</span><br />
<span style="color: #000000;"> resonansi sebagai berikut:</span></div>
<div><span style="color: #000000;"><strong>Fr = (300m/s) / (2 x 6m) = 25Hz</strong></span></div>
<div><span style="color: #000000;">Fr1=25Hz; Fr2=50Hz; Fr3=75Hz; Fr4=100Hz; Fr5=125Hz; Fr6=150Hz; Fr7=175Hz;</span><br />
<span style="color: #000000;"> Fr8=200Hz; Fr9=225Hz; Fr10=250Hz; Fr11=300Hz; Fr12=325Hz; Fr13=350Hz</span></div>
<div><span style="color: #000000;">Dari situ terlihat bahwa Fr2 frekuensi resonansi panjang ruangan = 50Hz dan Fr1 frekuensi lebar ruangan = 50Hz atau sama, lalu pada frekuensi 100Hz, 150Hz, 200Hz, 300Hz, 350Hz. Hal ini menyebabkan frekuensi 50Hz, 100Hz, 150Hz, 200Hz, 250Hz, 300Hz, 350Hz menjadi tebal / dominant. Gejala ini membuat ruang dengar menjadi tidak natural (dominant pada frekuensi tertentu). Pada gambar 1 terlihat duplikasi angka 50, 100, 150, 200, 250, 300, 350 yang mana mewakili penebalan frekuensi resonansi. Sedang pada sumbu Y angka deltanya sama yaitu 25.</span></div>
<div><span style="color: #000000;"><img src="http://vokuz.com/gambar/010gbr1.gif" alt="" border="0" /></span><br />
<span style="color: #000000;"> Gambar 1</span><br />
<span style="color: #000000;"> Grafik tanggapan frekuensi resonansi ruang dengar; p=6m, l=3m</span></div>
<p><span style="color: #000000;">Akibatnya suara natural yang dihasilkan dari perangkat sumber yang diperkuat oleh amplifier yang juga sudah natural keluar lewat speaker yang juga natural menjadi tidak natural (tanggapan frekuensinya) karena frekuensi resonansi ruang dengar tersebut sangat dominant pada frekuensi 50Hz, 100 Hz, 150 Hz, 200 Hz, 250 Hz, 300 Hz dst. Akibatnya ruang dengar kita menciptakan distorsi harmonis yang selama ini tidak kita sadari. Ini menjawab pertanyaan mengapa ruang dengan yang panjang dan lebarnya sama persis tidak baik.</span></p>
<p><span style="color: #000000;"><strong>B. Bagaimana menanggulangi hal ini?</strong></span><br />
<span style="color: #000000;"> <strong>Bagaimana membuat frekuensi ruang dengar kita senatural mungkin?</strong></span></p>
<p><span style="color: #000000;">Untuk membuat ruang dengar dengan frekuensi yang natural/terdistribusi merata, MM. Louden pakar akustik membuat table (Tabel 1).</span><br />
<span style="color: #000000;"> Tabel ini berisi perbandingan antara panjang lebar dan tinggi ruang. Angka x dan y untuk panjang/lebar atau sebaliknya.</span></p>
<div><span style="color: #000000;"><img src="http://vokuz.com/gambar/010tab1.gif" alt="" border="0" /></span><br />
<span style="color: #000000;"> Tabel 1. MM Louden Ratio</span></div>
<p><span style="color: #000000;">Jadi jika tinggi ruang dengar kita adalah 2,2 meter maka: Lebar ruang sebaiknya 1,4 x 2,2 meter = 3,08 meter dan Panjang ruang sebaiknya 1,9 x 2,2meter = 4,18 meter (Tabel 1 – Kualitas 1).</span></p>
<p><span style="color: #000000;">Dengan demikian frekuensi resonansi yang terjadi adalah seperti Tabel 2 berikut:</span></p>
<div><span style="color: #000000;"><img src="http://vokuz.com/gambar/010tab2.gif" alt="" border="0" /></span></div>
<p><span style="color: #000000;">Kalau angka dari tabel diatas kita buat dalam bentuk grafik menjadi seperti grafik di bawah ini.</span></p>
<div><span style="color: #000000;"><img src="http://vokuz.com/gambar/010gbr2.gif" alt="" border="0" /></span></div>
<div><span style="color: #000000;">Gambar 2</span><br />
<span style="color: #000000;"> Grafik tanggapan frekuensi resonansi pada ruang dengar; p=4,18m, l=3,08m, t=2,2m</span></div>
<p><span style="color: #000000;">Dari Gambar 2 di atas terlihat bahwa distribusi frekuensi resonansi yang terjadi cukup merata di hampir semua frekuensi, dan pada sumbu Y (delta) angka nya bervariasi. Pada ruang ini distorsi harmonis yang terjadi jauh lebih kecil dibanding ruang dengar pada pembahasan pertama.</span></p>
<p><span style="color: #000000;">TIPS: Sangat sulit untuk mendapat ruang dengar dengan proposi panjang, lebar dan tinggi persis dengan tabel MM Louden. Ada beberapa cara untuk mendapat proporsi ruang dengar dengan ukuran ideal sesuai dengan tabel MM Louden.</span></p>
<p><span style="color: #000000;">Yaitu: Membuat panggung pada lantai sehingga di dapat tinggi ruang yang ideal</span><br />
<span style="color: #000000;"> Membuat dinding penyekat sehingga didapat panjang/lebar yang ideal</span><br />
<span style="color: #000000;"> Membuat plafon dengan kemiringan tertentu. Dimana posisi speaker berada di plafon yang lebih rendah dan pendengar diplafon yang lebih tinggi<strong>.</strong></span></p>
<p><span style="color: #000000;">Untuk melihat beberapa contoh pembuatan plafon miring atau dinding miring silakan lihat di Acourete Forum.</span></p>
<p><span style="color: #000000;">Demikian tulisan dari saya tentang frekuensi resonansi ruang dengar. Semoga bermanfaat.</span></p>
<p><span style="color: #000000;">Salam,</span><br />
<span style="color: #000000;"> Herwin Gunawan</span></p>
<p><span style="color: #000000;">Hubungi kami untuk informasi lebih lanjut di:</span><br />
<span style="color: #000000;"> <a href="../" target="_blank"><span style="color: #000000;">Peredamsuara</span></a></span><br />
<span style="color: #000000;"> Jl. Hayam Wuruk no 2R-S</span><br />
<span style="color: #000000;"> Jakarta Pusat, 10120</span><br />
<span style="color: #000000;"> Telp : 021 351 3 351</span><br />
<span style="color: #000000;"> Fax: 021 345 8 143</span></p>
<p><span style="color: #000000;">Send Email :</span><br />
<span style="color: #000000;"> [contact-form-7]</span></p>
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