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Euler number
¿ÀÀÏ·¯ ¼ö
Eu Eu = ¥Äp / (¥ñV 2)  
Fourier number
Ǫ¸®¿¡ ¼ö
Fo Fo = ¥ët / (cp ¥ñ§¤ 2) = ¥át / §¤ 2
Froude number
Ǫ·çµå ¼ö
Fr Fr = V / (§¤g)1/2 Reech number(¸®Ä¡ ¼ö)
¶ó°í ºÎ¸£±âµµ ÇÔ
Grashof number
±×¶ó¼îÇÁ ¼ö
Gr Gr = §¤ 3g¥ã¥Ä¥è / V 2 ¥Ä¥ñ / ¥ñ = ¥ã¥Ä¥è
Knudsen number
´°¼¾ ¼ö
Kn Kn = ¥ë / §¤  
Lewis number
·çÀ̽º ¼ö
Le Le = ¥ë / (¥ñcpD) = ¥á / D Le = Sc/Pr
Mach number
¸¶ÇÏ ¼ö
Ma Ma = V / c  
Nusselt number
´°¼¿ ¼ö
Nu Nu = h§¤ / ¥ë  
Peclet number
ÆäÅ©·¹ ¼ö
Pe Pe = ¥ñcpV§¤ / ¥ë = V§¤¥á Pe = Re¡¤Pr
Rayleigh number
·¹À̸® ¼ö
Ra Ra = §¤ 3¥ñ 2 cp g¥ã¥Ä¥è / (¥ç¥ë) = §¤ 3¥ã¥Ä¥è / (¥í¥á) Ra = Gr¡¤Pr
Reynolds number
·¹À̳îÁî ¼ö
Re Re = ¥ñV§¤ / ¥ç = V§¤ / ¥í  
Schmidt number
½´¹ÌÆ® ¼ö
Sc Sc = ¥ç / (¥ñD) = ¥í / D  
Stanton number
½´ÅºÅæ ¼ö
St St = h / (¥ñVcp) St = Nu / Pe
Strouhal number
½ºÆ®·çÇÒ ¼ö
Sr Sr = §¤f / V  
Weber number
¿þ¹ö ¼ö
We We = ¥ñV 2 / ¥ò  

À§ÀÇ Ç¥¿¡¼­ ºÎÈ£´Â ´ÙÀ½ ¾çÀ» ³ªÅ¸³½´Ù.
c À½¼Ó(acoustic velocity)
cp Á¤¾Ðºñ¿­(specific heat at constant pressure)
D È®»ê°è¼ö(diffusivity)
f Á֯ļö(frequency)
g Á߷°¡¼Óµµ(acceleration due to gravity)
h ´ë·ù¿­Àü´Þ°è¼ö(coefficient of heat transfer)
Æò±ÕºÐÀڿ°Å¸®(knudsen numberÀÇ °æ¿ì) 
¿­Àüµµ°è¼ö(thermal conductivity)
§¤ Ư¼º±æÀÌ(characteristic length)
¥Äp ¾Ð·ÂÂ÷(pressure drop)
t ½Ã°£(time)
V ¼Óµµ(velocity)
¥á ¿­È®»ê°è¼ö(thermal diffusivity)
¥ã ¿­ÆØÃ¢°è¼ö(coefficient of volume expansion)
¥ì Á¡¼º°è¼ö(dynamic viscosity)
¥Ä¥è ¿ÂµµÂ÷(temperature difference)
¥í µ¿Á¡¼º°è¼ö(kinematic viscosity)
¥ñ ¹Ðµµ(density)
¥ò Ç¥¸éÀå·Â(surface tension)

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