Matches in SemOpenAlex for { <https://semopenalex.org/work/W3144023983> ?p ?o ?g. }
- W3144023983 endingPage "45" @default.
- W3144023983 startingPage "1" @default.
- W3144023983 abstract "This chapter discusses the measurement techniques for local and global fluid dynamic quantities in two and three phase systems. The emphasis is on techniques that can be utilized under conditions of interest in practice, such as high pressure and temperature and large solids holdup. Gas holdup and solids concentration measurement methods can be classified into two categories: those providing an overall or global measurement and those that provide a local or point measurement. The global measuring techniques yield information on the line, area or volume averaged gas or solids holdup. The volume averaged or the overall fractional holdup of a phase is defined as the fraction of the volume of the multiphase dispersion that is occupied by that phase. In general, the measurement of the overall holdup is relatively simple. It provides information regarding what fraction of the system volume is occupied by the phase of interest. Measurement of the phase fraction at a point is in itself not of much use unless the distribution of such point measurements is obtained in space. The knowledge of the volume occupied by the phase of interest as well as the volume of the expanded multiphase dispersion suffices for the needed calculation. For three phase systems no single method can provide both the solids and overall gas holdup. The expansion of solids (when larger solid particles are used) because of the fluidization by either liquid or gas can be measured in a manner similar to the bed expansion method." @default.
- W3144023983 created "2021-04-13" @default.
- W3144023983 creator A5014716403 @default.
- W3144023983 creator A5051163780 @default.
- W3144023983 creator A5054894084 @default.
- W3144023983 date "1997-01-01" @default.
- W3144023983 modified "2023-10-17" @default.
- W3144023983 title "Measurement techniques for local and global fluid dynamic quantities in two and three phase systems" @default.
- W3144023983 cites W1965922875 @default.
- W3144023983 cites W1966409463 @default.
- W3144023983 cites W1971149155 @default.
- W3144023983 cites W1971532849 @default.
- W3144023983 cites W1974769188 @default.
- W3144023983 cites W1979289601 @default.
- W3144023983 cites W1981279403 @default.
- W3144023983 cites W1981387623 @default.
- W3144023983 cites W1981522738 @default.
- W3144023983 cites W1983067193 @default.
- W3144023983 cites W1983251502 @default.
- W3144023983 cites W1983945630 @default.
- W3144023983 cites W1986473394 @default.
- W3144023983 cites W1992417350 @default.
- W3144023983 cites W1999792274 @default.
- W3144023983 cites W2002180182 @default.
- W3144023983 cites W2002335646 @default.
- W3144023983 cites W2002703761 @default.
- W3144023983 cites W2010093155 @default.
- W3144023983 cites W2014350219 @default.
- W3144023983 cites W2017673270 @default.
- W3144023983 cites W2020883638 @default.
- W3144023983 cites W2021643477 @default.
- W3144023983 cites W2022958654 @default.
- W3144023983 cites W2029225879 @default.
- W3144023983 cites W2029525160 @default.
- W3144023983 cites W2034828276 @default.
- W3144023983 cites W2036401890 @default.
- W3144023983 cites W2040181937 @default.
- W3144023983 cites W2040881550 @default.
- W3144023983 cites W2042056445 @default.
- W3144023983 cites W2047065019 @default.
- W3144023983 cites W2048093505 @default.
- W3144023983 cites W2050138453 @default.
- W3144023983 cites W2056364306 @default.
- W3144023983 cites W2056587842 @default.
- W3144023983 cites W2059341661 @default.
- W3144023983 cites W2061183623 @default.
- W3144023983 cites W2063902879 @default.
- W3144023983 cites W2064495616 @default.
- W3144023983 cites W2069171126 @default.
- W3144023983 cites W2069877078 @default.
- W3144023983 cites W2073750108 @default.
- W3144023983 cites W2080712414 @default.
- W3144023983 cites W2081861338 @default.
- W3144023983 cites W2091876319 @default.
- W3144023983 cites W2093027157 @default.
- W3144023983 cites W2098417418 @default.
- W3144023983 cites W2100915175 @default.
- W3144023983 cites W2105584437 @default.
- W3144023983 cites W2110984095 @default.
- W3144023983 cites W2118944048 @default.
- W3144023983 cites W2125448060 @default.
- W3144023983 cites W2142900935 @default.
- W3144023983 cites W2317984917 @default.
- W3144023983 cites W4252725956 @default.
- W3144023983 cites W88337460 @default.
- W3144023983 doi "https://doi.org/10.1016/b978-044482521-6/50002-4" @default.
- W3144023983 hasPublicationYear "1997" @default.
- W3144023983 type Work @default.
- W3144023983 sameAs 3144023983 @default.
- W3144023983 citedByCount "9" @default.
- W3144023983 countsByYear W31440239832012 @default.
- W3144023983 countsByYear W31440239832014 @default.
- W3144023983 countsByYear W31440239832019 @default.
- W3144023983 crossrefType "book-chapter" @default.
- W3144023983 hasAuthorship W3144023983A5014716403 @default.
- W3144023983 hasAuthorship W3144023983A5051163780 @default.
- W3144023983 hasAuthorship W3144023983A5054894084 @default.
- W3144023983 hasBestOaLocation W31440239832 @default.
- W3144023983 hasConcept C120665830 @default.
- W3144023983 hasConcept C121332964 @default.
- W3144023983 hasConcept C149629883 @default.
- W3144023983 hasConcept C177562468 @default.
- W3144023983 hasConcept C178790620 @default.
- W3144023983 hasConcept C185592680 @default.
- W3144023983 hasConcept C192562407 @default.
- W3144023983 hasConcept C194832619 @default.
- W3144023983 hasConcept C20556612 @default.
- W3144023983 hasConcept C2084832 @default.
- W3144023983 hasConcept C2524010 @default.
- W3144023983 hasConcept C2779379648 @default.
- W3144023983 hasConcept C28719098 @default.
- W3144023983 hasConcept C33923547 @default.
- W3144023983 hasConcept C43617362 @default.
- W3144023983 hasConcept C44280652 @default.
- W3144023983 hasConcept C57879066 @default.
- W3144023983 hasConcept C65590680 @default.
- W3144023983 hasConcept C97355855 @default.
- W3144023983 hasConceptScore W3144023983C120665830 @default.