Chemical Engineers' Handbook, Volume 4,Parte 1963Robert H. Perry McGraw-Hill, 1963 - 1919 pagine Textbook on chemical industry engineering - covers theoretics, definitions, technical aspects, etc. |
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Pagina 2-7
... surface area = 6a2 ; diagonal 。√3 , where a = length of one side of the cube . Rectangular Parallelepiped . Volume abc ; surface area 2 ( ab + ac + be ) ; diagonal = √a2 + b2 + c2 where a , b , c are the lengths of the sides . Prism ...
... surface area = 6a2 ; diagonal 。√3 , where a = length of one side of the cube . Rectangular Parallelepiped . Volume abc ; surface area 2 ( ab + ac + be ) ; diagonal = √a2 + b2 + c2 where a , b , c are the lengths of the sides . Prism ...
Pagina 5-54
... surface , such as a flat plate , the velocity decreases until it is zero at the surface of the plate . This decrease in velocity takes place in a small layer of fluid called the " boundary layer . " The flow in this layer may be laminar ...
... surface , such as a flat plate , the velocity decreases until it is zero at the surface of the plate . This decrease in velocity takes place in a small layer of fluid called the " boundary layer . " The flow in this layer may be laminar ...
Pagina 10-37
... surface A2 a small surface element dA2 intercepting some of the radiation from dA1 . Let the straight line connecting dA and dA , have length r , and let r make angles 1 and 6 with the normals to dAi and dA2 , respectively . The rate of ...
... surface A2 a small surface element dA2 intercepting some of the radiation from dA1 . Let the straight line connecting dA and dA , have length r , and let r make angles 1 and 6 with the normals to dAi and dA2 , respectively . The rate of ...
Sommario
DATA AND FUNDAMENTALS Section | 1-1 |
Mathematics 2 | 2-3 |
DIFFERENTIAL EQUATIONS | 2-4 |
Copyright | |
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