 Cases I. and II. (B) ; to a couple, as in Case III. (C) ; to a force, combined with a couple whose axis is parallel to the line of action of the force, as in Cases IV. and V. This can occur...  A Manual of Civil Engineering - Page 149by William John Macquorn Rankine - 1883 - 808 pagesFull view - About this book
 | William John Macquorn Rankine - Mechanical engineering - 1870 - 694 pages
...forces which is not self-balanced, is equivalent either, (A) ; to a single force, as in Cases I. and II. (B) ; to a couple, as in Case III. (C) ; to a force,...the line of action of the force, as in Cases IV. and \". This can occur with inclined forces only, it having been shown in Article 47, that the resultant... | |
 | William John Macquorn Rankine - Mechanical engineering - 1872 - 714 pages
...forces which is not self-balanced, is equivalent either, (A) ; to a single force, as in Cases I. and II. (B) ; to a couple, as in Case III. (C) ; to a force,...IV. and V. This can occur with inclined forces only, it having been shown in Article 47, that the resultant of any number of parallel forces is either a... | |
 | William John Macquorn Rankine, Edward Fisher Bamber - Mechanical engineering - 1873 - 368 pages
...forces which is not self-balanced, is equivalent either, (A); to a single force, as in Cases I. and II. (B) ; to a couple, as in Case III. (C) ; to a force,...the resultant of any number of parallel forces is either a single force or a couple. 237. Parallel Projections or Transformations in Statics. — If... | |
 | William John Macquorn Rankine - Mechanical engineering - 1873 - 356 pages
...axis is parallel to the line of action of R, is incapable of further combination. 138 Cases I. and II. (B); to a couple, as in Case III. (C); to a force...inclined forces only; for the resultant of any number of paralle forces is either a single force or a couple. 237 Parallel Projections or Transformations in... | |
 | William John Macquorn Rankine, Edward Fisher Bamber - Mechanical engineering - 1873 - 372 pages
...axis is parallel to the line of action of R, is incapable of further combination. Cases I. and II. (B); to a couple, as in Case III. (C); to a force,...of the force, as in Cases IV. and V. This can occur witk inclined forces only ; for the resultant of any number of parallel forces is either a single force... | |
 | William John Macquorn Rankine, Edward Fisher Bamber - Mechanical engineering - 1873 - 332 pages
...whose axis is parallel to the line of action of the force, as in Cases IV. and V. This can occur witk inclined forces only; for the resultant of any number of parallel forces is either a single force or a couple. 237. Parallel Projections or Transformations in Statics. — If... | |
 | Sir Horace Lamb - Hydrodynamics - 1879 - 332 pages
...impulsive forces applied to the solid. This set, when reduced after the manner of Poinsot to a force and a couple whose axis is parallel to the line of action of the force, constitute what Thomson calls the 'impulse' of the motion at the instant under consideration.... | |
 | James Gordon MacGregor - Dynamics - 1887 - 540 pages
...magnitude and direction. 482. Any forces acting on a rigid body may be reduced to a single force and a couple whose axis is parallel to the line of action of the force. Let R be the force (OR being its line of action) and G the couple (OG being its axis), which... | |
 | James Gordon MacGregor - Dynamics - 1887 - 540 pages
...magnitude and direction. 482. Any forces acting on a rigid body may be reduced to a single force and a couple whose axis is parallel to the line of action of the force. Let R be the force (OR being its line of action) and G the couple (OG being its axis), which... | |
 | William John Macquorn Rankine, Edward Fisher Bamber - Mechanical engineering - 1900 - 400 pages
...forces which is not self-balanced, is equivalent either, (A); to a single force, as in Cases I. and II. (B); to a couple, as in Case III. (C); to a force,...the resultant of any number of parallel forces is either a single force or a couple. 237. Parallel Projections or Transformations in Statics. — If... | |
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