Separating

Separating
Separate Sep"a*rate, v. t. [imp. & p. p. {Separated}; p. pr. & vb. n. {Separating}.] [L. separatus, p. p. of separare to separate; pfref. se- aside + parare to make ready, prepare. See {Parade}, and cf. {Sever}.] 1. To disunite; to divide; to disconnect; to sever; to part in any manner. [1913 Webster]

From the fine gold I separate the alloy. --Dryden. [1913 Webster]

Separate thyself, I pray thee, from me. --Gen. xiii. 9. [1913 Webster]

Who shall separate us from the love of Christ? --Rom. viii. 35. [1913 Webster]

2. To come between; to keep apart by occupying the space between; to lie between; as, the Mediterranean Sea separates Europe and Africa. [1913 Webster]

3. To set apart; to select from among others, as for a special use or service. [1913 Webster]

Separate me Barnabas and Saul for the work whereunto I have called thaem. --Acts xiii. 2. [1913 Webster]

{Separated flowers} (Bot.), flowers which have stamens and pistils in separate flowers; diclinous flowers. --Gray. [1913 Webster]


The Collaborative International Dictionary of English. 2000.

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  • Separating funnel — Separating Sep a*ra ting, a. Designed or employed to separate. [1913 Webster] {Separating funnel} (Chem.), a funnel, often globe shaped, provided with a stopcock for the separate drawing off of immiscible liquids of different specific gravities.… …   The Collaborative International Dictionary of English

  • Separating eggs — is a process usually used in cooking, in which one removes the egg yolk from the egg white. This is used to allow one part of the egg to be used without the other part mdash; for instance, many recipes require frothing egg whites to make a foam,… …   Wikipedia

  • Separating axis theorem — For objects lying in a plane (2 dimensional space), the separating axis theorem states that the projection of two convex shapes onto some line will be separate if and only if they are not intersecting. The line for which the objects have disjoint …   Wikipedia

  • Separating set — In mathematics a set of functions S from a set D to a set C is called a separating set for D or said to separate the points of D if for any two distinct elements x and y of D , there exists a function f in S so that f ( x ) ≠ f ( y ). Examples *… …   Wikipedia

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