КАВИТАЦИОННЫЙ ГИДРОУДАРНЫЙ ГЕНЕРАТОР ТЕПЛА

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<ul><li><p>3304 (98) 2012 </p><p> 621.. . , . . , . . , - . , .. . , </p><p> , . , . - , .</p><p> ' , . , . - , .</p><p> . </p><p>, , , . , , : ( 50 ), , . - .</p><p> - . , [14].</p><p> 1. </p><p> , , </p><p> , (), . , . , , , . , . , . ( ) (). </p></li><li><p>34 04 (98) 2012 </p><p>[15]. , , </p><p> [5]. , </p><p>, , . , [14]. </p><p> , </p><p> [3]. ( ), , </p><p> , </p><p>. . , , </p><p> , . </p><p>( ) [1]. </p><p>, . : 1. Ek </p><p>, . </p><p>2. , ( ), . </p><p>3. , , </p><p>. , , , . . </p><p>. (1) . </p><p> k k , . . , k </p><p> [1]. , . . Sk , , </p><p> Vk [1, 2]. , , . k, - k,Vk </p><p> , : </p><p>(2) </p><p> [1]. , </p><p> , , . </p><p> ( ) . , </p><p>. . </p></li><li><p>3504 (98) 2012 </p><p> ( ) . </p><p> , (3) </p><p> m ; r ( ); </p><p> ;Vk ( ). </p><p> Sk . </p><p> , , : </p><p>, (4) . </p><p> (1-4), , : </p><p> . (5) </p><p> . </p><p> , (6) </p><p> (5). (5,6) </p><p> . </p><p>2. - </p><p>. 1. 1 ( 4 / ) 2 3, 4. </p><p> ( . 1 ) - 5. . </p><p> 6, , . </p><p> [3,4,5]. 8. ( ) </p><p> [3]. m , </p><p>, , , . </p><p> a. F=ma , , " ", - </p><p> . </p></li><li><p>36 04 (98) 2012 </p><p> .1. - - : </p><p> ; . 1 ; 2 ; 3 ; 4 - ; 5 - ; 6 ; 7 ; 8 ; </p><p>9 ; 10 ; 11 ; 12 ; 13 ; 14 </p><p> - , , , , , 7 , . . </p><p> ( ). , , </p><p> , F. - </p><p>. [2], . </p><p> . . </p><p> 9. , , , </p><p>(7) </p><p> ; V , = 1530 / , </p><p> . 9 , </p><p>(R 1. ). , , . </p><p> , , . 9 4 / (7) 60 </p><p>, , , , . , ( ) </p></li><li><p>3704 (98) 2012 </p><p> [1, 2, 4], , , . , . . , 9 </p><p> p (7), 10 11. 4 ( . 1 ) 3 </p><p> - 5. 9 h1. : </p><p>, (8) </p><p> ; h2 5. </p><p>, (9) </p><p> . - , 9. 5 </p><p>13, . </p><p> , (10) </p><p> 12 . (10) , </p><p> 12 . 9 </p><p>(7). 10 , 4 , </p><p> . 1 . 2, 4, 14. </p><p> 4 , 3. (9), , . . . </p><p> . - 5 </p><p>, , . . . . </p><p> , , [5]. </p><p> . </p><p> . . </p><p> 7 [4]. </p><p> (11) , </p></li><li><p>38 04 (98) 2012 </p><p>, . - . 2. </p><p>. 2. - - (4 , 4 ), 1. </p><p> . 1. </p><p> , 9 (7) 4 ( ) </p><p>. 4 . t = R/c </p><p> , . 4 , 4 - 5. ( . . 1). </p><p> ( . 2) . </p><p>, , . </p><p>(2, 3, 6) 2 0,2 , 10 4 / . </p><p> ( ). 300 . ( ) . </p><p> . </p><p> , , , </p><p> -. , , , , . </p><p> 1. Brennen Christopher E. Cavitation and Bubble Dynamics. Oxford University Press, New</p><p>York, Oxford, 1995, 282 p.</p></li><li><p>3904 (98) 2012 </p><p>2. Kintel Michael P. Computational Techniques and Analysis of Cavitating-Fluid Florvs. A Dis-sertation in Aerospace Engineering, 2008, 347 p.</p><p>3. . . ., . "", 1975 ., 211 .4. . . . . .</p><p>"", 1977 ., 153 .5. . ., . ., . . </p><p>-. . " ", 2011, 5, . 914.</p><p>6. . ., . ., . . . ." ", 2010, 7, . 812.</p><p>CAVITATION HYDROBLOW GENERATOR OF HEAT</p><p>Ju. I. NEFEDOV, Cand. Tech. Scie.V. A. STOROZHENKO, D-r Scie. Tech., Pf.</p><p>S. S. BRAGIN</p><p>The correlation for computation of cavitational generator's heat power is found. Functioning of cavitational device as heat generator and hydraulic ram has been considered. </p><p> 15.03 2012 .</p></li></ul>

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