| ¸í Ī | ±âÈ£ | Á¤ ÀÇ | ºñ °í |
| 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) |
| k | 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) |