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diverging    音标拼音: [dɑɪv'ɚdʒɪŋ]
a. 分岐的;相异的

分岐的;相异的

diverging
adj 1: tending to move apart in different directions [synonym:
{divergent}, {diverging}] [ant: {convergent}]

Diverge \Di*verge"\, v. i. [imp. & p. p. {Diverged}; p. pr. &
vb. n. {Diverging}.] [L. di- = dis- vergere to bend,
incline. See {Verge}.]
1. To extend from a common point in different directions; to
tend from one point and recede from each other; to tend to
spread apart; to turn aside or deviate (as from a given
direction); -- opposed to {converge}; as, rays of light
diverge as they proceed from the sun.
[1913 Webster]

2. To differ from a typical form; to vary from a normal
condition; to dissent from a creed or position generally
held or taken.
[1913 Webster]


Diverging \Di*ver"ging\, a.
Tending in different directions from a common center;
spreading apart; divergent.
[1913 Webster]

{Diverging series} (Math.), a series whose terms are larger
as the series is extended; a series the sum of whose terms
does not approach a finite limit when the series is
extended indefinitely; -- opposed to a {converging
series}.
[1913 Webster]


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  • Identifying Converging and Diverging Lenses: Explaining with Principal . . .
    The discussion revolves around identifying converging and diverging lenses through the use of principal rays, based on a problem involving a diagram with a lens, a source, and an image Participants explore how to determine the type of lens based on ray behavior and image formation Exploratory, Conceptual clarification, Problem interpretation Participants discuss drawing principal rays and
  • Is there a pressure ratio limit for choked flow through a c-d nozzle . . .
    The discussion revolves around the conditions for achieving choked flow through a converging-diverging (c-d) nozzle, specifically examining the effects of diameter and angle of the divergent section on the pressure ratio limit for choking Participants explore theoretical implications, practical limitations, and the relationship between exit pressure and flow behavior Some participants
  • What is the solution for object distance in a diverging lens?
    The discussion revolves around a problem involving a diverging lens with a given focal length and the relationship between object distance and image distance, specifically focusing on the magnification and thin lens equations Exploratory, Mathematical reasoning, Assumption checking Participants discuss the use of the magnification equation and the thin lens equation to derive the object
  • Why Does Flow Become Supersonic in the Diverging Section of a Nozzle?
    The discussion centers on the behavior of flow in converging-diverging nozzles, specifically addressing why flow becomes supersonic in the diverging section It is established that a converging section can only achieve subsonic flow, while the diverging section facilitates supersonic flow once Mach 1 is reached at the throat The relationship between area change and flow velocity is defined by
  • Focal Length - please check my work and tell me whats wrong.
    The discussion revolves around a two-lens system involving a diverging lens and a converging lens The original poster presents a problem where a small object is positioned 25 0 cm from the diverging lens, and the converging lens is located 30 0 cm to the right, with the system forming a real inverted image 17 0 cm to the right of the converging lens The focus is on determining the focal
  • Diverging lens problem? finding focal length - Physics Forums
    The discussion revolves around a problem involving a diverging lens used to form a virtual image The original poster presents a scenario with specific object and image distances and attempts to calculate the focal length using the lens formula Participants explore various methods for calculating the focal length, including the lens formula and an alternative formula involving object and
  • Focal Length of Diverging Lens: Negative Value Confirmed?
    The focal length of a diverging lens is definitively always negative, as confirmed by optical conventions This characteristic is fundamental to understanding lens behavior in optics Diverging lenses, such as concave lenses, produce virtual images and have a focal point that is located on the same side as the object, leading to the negative focal length value Familiarity with lens types
  • Does Light Focus When Passing Through Converging and Diverging Lenses . . .
    Study the principles of ray diagrams for converging and diverging lenses Learn about the effects of lens separation on image formation Investigate the applications of lens systems in optical devices Students studying optics, physics educators, and anyone interested in understanding the behavior of light through lens systems
  • Series Convergence: Is 1 k (ln (k)) Converging or Diverging?
    The series defined by the term 1 k (ln (k)) from k=2 to infinity diverges The integral test was applied, transforming the series into the integral of 1 k (ln (k)), which evaluates to ln (ln (k)) As k approaches infinity, ln (ln (k)) also approaches infinity, confirming divergence The series does not converge absolutely or conditionally, as the positive term 1 k (ln (k)) is positive for all
  • What is the image height formed by the new diverging lens?
    The problem involves a diverging lens and the formation of an image based on given object height and distance The context includes understanding lens behavior and image formation principles Exploratory, Conceptual clarification, Mathematical reasoning The original poster attempts to apply lens equations but expresses uncertainty about how to proceed with the diverging lens Some participants





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