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spheroidmore about spheroid

spheroid


  4  definitions  found 
 
  From  Webster's  Revised  Unabridged  Dictionary  (1913)  [web1913]: 
 
  Oblate  \Ob*late"\,  a.  [L.  oblatus,  used  as  p.  p.  of  offerre  to 
  bring  forward,  offer,  dedicate;  ob  (see  {Ob-})  +  latus  borne, 
  for  tlatus.  See  {Tolerate}.] 
  1.  (Geom.)  Flattened  or  depressed  at  the  poles;  as  the  earth 
  is  an  oblate  spheroid. 
 
  2.  Offered  up  devoted;  consecrated;  dedicated;  --  used 
  chiefly  or  only  in  the  titles  of  Roman  Catholic  orders 
  See  {Oblate},  n. 
 
  {Oblate  ellipsoid}  or  {spheroid}  (Geom.),  a  solid  generated 
  by  the  revolution  of  an  ellipse  about  its  minor  axis;  an 
  oblatum.  See  {Ellipsoid  of  revolution},  under  {Ellipsoid}. 
 
  From  Webster's  Revised  Unabridged  Dictionary  (1913)  [web1913]: 
 
  Spheroid  \Sphe"roid\,  n.  [L.  spheroides  ball-like,  spherical, 
  Gr  ???;  ????  sphere  +  ???  form:  cf  F.  sph['e]ro["i]de.] 
  A  body  or  figure  approaching  to  a  sphere,  but  not  perfectly 
  spherical;  esp.,  a  solid  generated  by  the  revolution  of  an 
  ellipse  about  one  of  its  axes. 
 
  {Oblate  spheroid},  {Prolate  spheroid}.  See  {Oblate}, 
  {Prolate},  and  {Ellipsoid}. 
 
  From  Webster's  Revised  Unabridged  Dictionary  (1913)  [web1913]: 
 
  Prolate  \Pro"late\,  a.  [L.  prolatus,  used  as  p.  p.  of  proferre 
  to  bring  forth,  to  extend;  pro  +  latus,  p.  p.  See  {Pro-},  and 
  {Tolerate}.  ] 
  Stretched  out  extended;  especially,  elongated  in  the 
  direction  of  a  line  joining  the  poles;  as  a  prolate 
  spheroid;  --  opposed  to  {oblate}. 
 
  {Prolate  cycloid}.  See  the  Note  under  {Cycloid}. 
 
  {Prolate  ellipsoid}  or  {spheroid}  (Geom.),  a  figure  generated 
  by  the  revolution  of  an  ellipse  about  its  major  axis.  See 
  {Ellipsoid  of  revolution},  under  {Ellipsoid}. 
 
  From  WordNet  r  1.6  [wn]: 
 
  spheroid 
  n  :  a  shape  that  is  generated  by  rotating  an  ellipse  around  one 
  of  its  axes;  "it  looked  like  a  sphere  but  on  closer 
  examination  I  saw  it  was  really  a  spheroid"  [syn:  {ellipsoid 
  of  revolution}] 




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