Rihanna
http://tijanaa.blog.rs/blog/tijanaa
tijanaa2026-08-20T12:47:44Zzvuk
http://tijanaa.blog.rs/blog/tijanaa/generalna/2014/10/13/zvuk2
<p><strong>Звук</strong> је механичка осцилација честица неког еластичног медијума које са кроз њега најчешће простиру као <a class="mw-disambig" href="http://sr.wikipedia.org/wiki/%D0%A2%D0%B0%D0%BB%D0%B0%D1%81" title="Талас">талас</a> и које (углавном) човек чује. Човеков орган слуха може да региструје осцилације у <a href="http://sr.wikipedia.org/wiki/%D0%A4%D1%80%D0%B5%D0%BA%D0%B2%D0%B5%D0%BD%D1%86%D0%B8%D1%98%D0%B0" title="Фреквенција">фреквенцијском</a>
опсегу од 16 Hz до 20.000 Hz ако оне имају довољни интензитет. Звук се
простире кроз медијуме у сва три агрегатна стања. Звук не може да се
простире у безвадушном простору. Под звуком се подразумевају и
осцилације изван напред наведеног фреквенцијског опсега: <a href="http://sr.wikipedia.org/wiki/Infrazvuk" title="Infrazvuk">инфразвук</a> испод 16 Hz и <a href="http://sr.wikipedia.org/wiki/Ultrazvuk" title="Ultrazvuk">ултразвук</a> изнад 20.000 Hz.</p>
<p>Област <a href="http://sr.wikipedia.org/wiki/%D0%A4%D0%B8%D0%B7%D0%B8%D0%BA%D0%B0" title="Физика">физике</a> која проучава звук зове се <a href="http://sr.wikipedia.org/wiki/%D0%90%D0%BA%D1%83%D1%81%D1%82%D0%B8%D0%BA%D0%B0" title="Акустика">акустика</a>.</p>
<p>Брзина звука зависи од карактеристика флуида и може се израчунати по релацији:</p>
<center><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/8/c/e/8ce957b14781dc52e3f25e4ae3c6e457.png" border="0" alt="c = \sqrt{\frac{p_a \chi}{\rho}}" /></center>
<p>где је:</p>
<ul><li>p<sub>а</sub> <em>– <a href="http://sr.wikipedia.org/wiki/%D0%90%D1%82%D0%BC%D0%BE%D1%81%D1%84%D0%B5%D1%80%D1%81%D0%BA%D0%B8_%D0%BF%D1%80%D0%B8%D1%82%D0%B8%D1%81%D0%B0%D0%BA" title="Атмосферски притисак">атмосферски притисак</a>,</em></li><li><em><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/f/7/f/f7f177957cf064a93e9811df8fe65ed1.png" border="0" alt="\rho" /></em> - густина ваздуха и</li><li><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/9/c/79c40dd2b43f3c03eaf88b5fc4c199b8.png" border="0" alt="\chi" /> = 1,4.</li></ul>
<p>Звук се у ваздуху простире као лонгитудинални талас <a href="http://sr.wikipedia.org/wiki/%D0%91%D1%80%D0%B7%D0%B8%D0%BD%D0%B0" title="Брзина">брзином</a> од <em>ц</em> = 344 m/s на <a href="http://sr.wikipedia.org/wiki/%D0%A2%D0%B5%D0%BC%D0%BF%D0%B5%D1%80%D0%B0%D1%82%D1%83%D1%80%D0%B0" title="Температура">температури</a> од 20<sup>о</sup>C при нормалним атмосферским условима. Брзина звука у ваздуху зависи од температуре ваздуха и може се исказати релацијом: <img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/0/e/4/0e42be786ce8ed5c09e427dbea91936b.png" border="0" alt="c = c_0 + 0,6 \Theta" /> где је:</p>
<ul><li><em>c</em> – брзина звука на температури <img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/8/f/78fb652a2e06bbad99d4b54531029c40.png" border="0" alt="\Theta" /> у [m/s],</li><li><em>c</em><sub>0</sub> = 330 m/s – брзина звука на <img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/8/f/78fb652a2e06bbad99d4b54531029c40.png" border="0" alt="\Theta" /> = 0<sup>о</sup>C и</li></ul>
<p><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/8/f/78fb652a2e06bbad99d4b54531029c40.png" border="0" alt="\Theta" /> – температура ваздуха у [<sup>о</sup>C].</p><p> <strong style="color: #a64d79; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px">Komprimovani
audio formati dele se na komprimovane formate bez gubitaka i
komprimovane formate sa gubicima. Nekomprimovani formati zauzimaju
najviše memorijskog prostora, potom komprimovani formati bez gubitaka, a
najmanje prostora zauzimaju komprimovani formati sa gubicima.</strong></p><div class="yj6qo ajU"><div class="ajR" id=":bh"><img class="ajT" src="https://ssl.gstatic.com/ui/v1/icons/mail/images/cleardot.gif" border="0" /></div></div>Generalna2014-10-13T17:18:05Ztijanaazvuk
http://tijanaa.blog.rs/blog/tijanaa/generalna/2014/10/13/zvuk
<p><strong>Звук</strong> је механичка осцилација честица неког еластичног медијума које са кроз њега најчешће простиру као <a class="mw-disambig" href="http://sr.wikipedia.org/wiki/%D0%A2%D0%B0%D0%BB%D0%B0%D1%81" title="Талас">талас</a> и које (углавном) човек чује. Човеков орган слуха може да региструје осцилације у <a href="http://sr.wikipedia.org/wiki/%D0%A4%D1%80%D0%B5%D0%BA%D0%B2%D0%B5%D0%BD%D1%86%D0%B8%D1%98%D0%B0" title="Фреквенција">фреквенцијском</a>
опсегу од 16 Hz до 20.000 Hz ако оне имају довољни интензитет. Звук се
простире кроз медијуме у сва три агрегатна стања. Звук не може да се
простире у безвадушном простору. Под звуком се подразумевају и
осцилације изван напред наведеног фреквенцијског опсега: <a href="http://sr.wikipedia.org/wiki/Infrazvuk" title="Infrazvuk">инфразвук</a> испод 16 Hz и <a href="http://sr.wikipedia.org/wiki/Ultrazvuk" title="Ultrazvuk">ултразвук</a> изнад 20.000 Hz.</p>
<p>Област <a href="http://sr.wikipedia.org/wiki/%D0%A4%D0%B8%D0%B7%D0%B8%D0%BA%D0%B0" title="Физика">физике</a> која проучава звук зове се <a href="http://sr.wikipedia.org/wiki/%D0%90%D0%BA%D1%83%D1%81%D1%82%D0%B8%D0%BA%D0%B0" title="Акустика">акустика</a>.</p>
<p>Брзина звука зависи од карактеристика флуида и може се израчунати по релацији:</p>
<center><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/8/c/e/8ce957b14781dc52e3f25e4ae3c6e457.png" border="0" alt="c = \sqrt{\frac{p_a \chi}{\rho}}" /></center>
<p>где је:</p>
<ul><li>p<sub>а</sub> <em>– <a href="http://sr.wikipedia.org/wiki/%D0%90%D1%82%D0%BC%D0%BE%D1%81%D1%84%D0%B5%D1%80%D1%81%D0%BA%D0%B8_%D0%BF%D1%80%D0%B8%D1%82%D0%B8%D1%81%D0%B0%D0%BA" title="Атмосферски притисак">атмосферски притисак</a>,</em></li><li><em><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/f/7/f/f7f177957cf064a93e9811df8fe65ed1.png" border="0" alt="\rho" /></em> - густина ваздуха и</li><li><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/9/c/79c40dd2b43f3c03eaf88b5fc4c199b8.png" border="0" alt="\chi" /> = 1,4.</li></ul>
<p>Звук се у ваздуху простире као лонгитудинални талас <a href="http://sr.wikipedia.org/wiki/%D0%91%D1%80%D0%B7%D0%B8%D0%BD%D0%B0" title="Брзина">брзином</a> од <em>ц</em> = 344 m/s на <a href="http://sr.wikipedia.org/wiki/%D0%A2%D0%B5%D0%BC%D0%BF%D0%B5%D1%80%D0%B0%D1%82%D1%83%D1%80%D0%B0" title="Температура">температури</a> од 20<sup>о</sup>C при нормалним атмосферским условима. Брзина звука у ваздуху зависи од температуре ваздуха и може се исказати релацијом: <img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/0/e/4/0e42be786ce8ed5c09e427dbea91936b.png" border="0" alt="c = c_0 + 0,6 \Theta" /> где је:</p>
<ul><li><em>c</em> – брзина звука на температури <img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/8/f/78fb652a2e06bbad99d4b54531029c40.png" border="0" alt="\Theta" /> у [m/s],</li><li><em>c</em><sub>0</sub> = 330 m/s – брзина звука на <img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/8/f/78fb652a2e06bbad99d4b54531029c40.png" border="0" alt="\Theta" /> = 0<sup>о</sup>C и</li></ul>
<p><img class="mwe-math-fallback-png-inline tex" src="http://upload.wikimedia.org/math/7/8/f/78fb652a2e06bbad99d4b54531029c40.png" border="0" alt="\Theta" /> – температура ваздуха у [<sup>о</sup>C].</p><p> <strong style="color: #a64d79; font-family: Arial,Tahoma,Helvetica,FreeSans,sans-serif; font-size: 13px; line-height: 18px">Komprimovani
audio formati dele se na komprimovane formate bez gubitaka i
komprimovane formate sa gubicima. Nekomprimovani formati zauzimaju
najviše memorijskog prostora, potom komprimovani formati bez gubitaka, a
najmanje prostora zauzimaju komprimovani formati sa gubicima.</strong></p><div class="yj6qo ajU"><div class="ajR" id=":bh"><img class="ajT" src="https://ssl.gstatic.com/ui/v1/icons/mail/images/cleardot.gif" border="0" /></div></div>Generalna2014-10-13T17:18:02ZtijanaaRihanna ( Uvod u muziku )
http://tijanaa.blog.rs/blog/tijanaa/generalna/2014/09/29/rihanna-uvod-u-muziku
<span><em>Robyn Rihanna Fenty,rodjena 20. februara 1988. Svoju karijeru zapocela je sa dve drugarice, a najvecu slavu dostigla je svojim trecim albumom ,, Good Girl Gone Bad ,, Kao mala zivela je u domu punom tuge jer su joj se roditelji stalno svadjali, a dom veoma siromasan. Rihanna je jedna od najhumanijih pevacica, jer je po uzoru na svoje detinjstvo shvatila da mora da pomaze drugima.Cetvrti album objavila je krajem 2009 to je bio album ,, Rated R ,, koji joj je takodje doneo veliku slavu.<br />To je bilo sve za pocetak, nadam se da ste uzivali... <3<br /><img src="http://www.blog.rs/js/tinymce/plugins/emotions/images/smiley-kiss.gif" border="0" alt="Kiss" title="Kiss" /></em></span><img src="http://www.blog.rs/data:image/jpeg;base64,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:59:10ZtijanaaČestitamo
http://tijanaa.blog.rs/blog/tijanaa/generalna/2014/09/29/cestitamo2
Ukoliko možete da pročitate ovaj članak, uspešno ste se registrovali na Blog.rs i možete početi sa blogovanjem.Generalna2014-09-29T16:45:56Ztijanaa