Scientific Symbols: Greek alphabet, mathematical operators and symbols,...
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Index
Scientific and Mathematical Symbols...
(and miscellany)

Greek Alphabet
Some Pronunciation Tips

  alpha Αα   iota Ιι   rho Ρρ  
  beta Ββ   kappa Κκ   sigma Σσς  
  gamma Γγ   lambda Λλ   tau Ττ  
  delta Δδ   mu Μμ   upsilon Υυ  
  epsilon Εε   nu Νν   phi Φφ  
  zeta Ζζ   xi Ξξ   chi Χχ  
  eta Ηη   omicron Οο   psi Ψψ  
  theta Θθ   pi Ππ   omega Ωω  



Mathematical Operators and Symbols
 (rectangle means browser does not render)


  For all   Partial differential   Plus +  
  There exists   Differential operator (nabla)   Minus  
  Such that     Infinity   Multiply ×  
  Element of   Angle   Divide ÷  
  Not an element of   Integral   Fraction slash  
  Contains as member   Function ƒ   Plus or minus ±  
  Logical and   Radical   Asterisk operator  
  Logical or   Direct sum   Proportional to  
  Intersection (cap)   Vector product   Tilde operator  
  Union (cup)   Perpendicular   Approximately equal to  
  Subset of or implied by   Dot operator   Almost equal to  
  Superset of or implies   Middle dot ·   Not equal to  
  Not a subset of   Imaginary part   Identical to  
  Subset of or equal to   Real part   Less than or equal to  
  Superset of or equal to   Aleph   Greater than or equal to  
  Empty set   h/2π     Less than <>  
  Not ¬   Lagrangian     Greater than; >  
  Therefore   Hamiltonian     N-ary summation  
              N-ary product  



Other Symbols
 (rectangle means browser does not render)


  Degree °   Solidus /   Reverse solidus \  



Miscellaneous Equivalents

  1 mL = 1 cm3 = 1 cc   1 μyear = 31.6 s      
  1 mL = 1 x 10-6 m3 = 1 μ(m3)   1 mday = 86.4 s      
  1 μL = 1 x 10-9 m3 = 1 n(m3)          
  Note!   1 μ(m3) ≠ 1 μm3          
  1 μL = 1 x 10-9 m3 = 1 mm3          
  1 pL = 1 x 10-15 m3 = 1000 μm3          
  1 fL = 1 x 10-18 m3 = 1 μm3          



References

  Constants, SI Units, Measurement Uncertainty (NIST)




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Tom Vernier
Semiconductor and Electrobionic Engineer
Email: vernier@ieee.org
URL: http://www.electrobionics.org/
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Last revised 2004 DEC 05

Copyright © 2001--2004 by Tom Vernier.
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