New Definition of Potential Spicity by the Least Square Method Article Swipe
Related Concepts
Diagram
Finite potential well
Square (algebra)
Space (punctuation)
Function (biology)
Differentiable function
Mathematical analysis
Seawater
Potential temperature
Mathematics
Salinity
Physics
Geometry
Geology
Computer science
Quantum mechanics
Statistics
Oceanography
Meteorology
Operating system
Evolutionary biology
Biology
Rui Xin Huang
,
Lu‐Sha Yu
,
Sheng‐Qi Zhou
·
YOU?
·
· 2018
· Open Access
·
· DOI: https://doi.org/10.1029/2018jc014306
· OA: W2894734091
YOU?
·
· 2018
· Open Access
·
· DOI: https://doi.org/10.1029/2018jc014306
· OA: W2894734091
A differentiable function whose contours are orthogonal to potential density ( σ ) contours does not exist. However, such a function, called potential spicity ( π ), can be defined in the least square sense; these two functions form a practically orthogonal coordinate system in potential temperature‐salinity ( θ ‐S) space. Thus, in addition to the classical potential temperature‐salinity ( θ ‐S) diagram, seawater properties can be studied in the potential density‐potential spicity ( σ − π ) diagram.
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