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collinear

The centres of circles forming a coaxal system are collinear 2.

92The centres of circles forming a coaxal system are collinear 2.

92a and a are called the "pointers," since they are collinear with, or point to, the pole-star.

53The collinear centres are the three sets of one external and two internal centres, and the three external centres.

42- the sum of the moments of the forces about each of the three points which are not collinear must be zero.

42The origins of these four plane co-ordinate systems may be collinear with the axis of the optical system; and the corresponding axes may be parallel.

42It is readily seen that if the optical system be symmetrical, the origins of the co-ordinate systems collinear with the optical axis Object J Barrel shaped Cushion shaped Distorted image FIG.

32In this way he established the famous theorem that the intersections of the three pairs of opposite sides of a hexagon inscribed in a conic are collinear.

00collinear points in the gradient image intersect in peaks in the Hough transform space.

00collinear partons described by means of the parton shower.

00collinear data are noted.

00gluon emission and collinear parton branching.

00Then the strong interacting particles experience additional radiation of soft or collinear partons described by means of the parton shower.

00Three collinear stars ?', c and 3 Orionis constitute the "belt of Orion"; of these E, the central star, is of the ist magnitude, 3 of the 2nd, while Orionis is a fine double star, its components having magnitudes 2 and 6; there is also a faint companion of magnitude io.

00a and a are called the "pointers," since they are collinear with, or point to, the pole-star.

00The collinear centres are the three sets of one external and two internal centres, and the three external centres.

00In this way he established the famous theorem that the intersections of the three pairs of opposite sides of a hexagon inscribed in a conic are collinear.

00- the sum of the moments of the forces about each of the three points which are not collinear must be zero.

00The origins of these four plane co-ordinate systems may be collinear with the axis of the optical system; and the corresponding axes may be parallel.

00It is readily seen that if the optical system be symmetrical, the origins of the co-ordinate systems collinear with the optical axis Object J Barrel shaped Cushion shaped Distorted image FIG.

00

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