The new method of fortification, as practised by Monsieur de Vauban, Engineer General of France with an explication of all terms appertaining to that art / made English.

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Title
The new method of fortification, as practised by Monsieur de Vauban, Engineer General of France with an explication of all terms appertaining to that art / made English.
Author
Vauban, Sébastien Le Prestre de, 1633-1707.
Publication
London :: Printed for Abel Swall ...,
1691.
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Subject terms
Fortification -- Early works to 1800.
Geometry -- Early works to 1800.
Link to this Item
http://name.umdl.umich.edu/A47731.0001.001
Cite this Item
"The new method of fortification, as practised by Monsieur de Vauban, Engineer General of France with an explication of all terms appertaining to that art / made English." In the digital collection Early English Books Online. https://name.umdl.umich.edu/A47731.0001.001. University of Michigan Library Digital Collections. Accessed June 15, 2024.

Pages

CHAP. II.

Of the Parts of a Fortress, and its Angles.
  • THE Curtin, see Chap. 4. under C.
  • The Flank, see Chap. 4. under F.
  • The Face, see Chap. 4. under F.
  • ...

Page 5

  • The Face prolong'd, is the rest of the Flanking Line, af∣ter you have taken away the Face.
  • The Flank prolong'd, is the Prolonging of the Flank to the Exteriour Sides.
  • The Demi-Gorge, see Chap. 4. under D.
  • The Capital Line, see Chap. 4. under L.
  • The Line of Defence is made High and Razing. See Chap. 4. under L.
  • The Complement of the Curtin, see Chap. 4. under C.
  • The Distance of the Polygons, see Chap. 4. under D.
  • The Half Distance of the Polygons, see Chap. 4. under D.
  • The Interiour Side of the Polygons, see Chap. 4. under C.
  • The Exteriour Side of the Polygons, see Chap. 4. under C.
  • The Small Diameter, see Chap. 4. under P.
  • The Great Diameter, see Chap. 4. under G.
  • See the Plan representing all these Parts.
Of the Angles.
  • THE Angle of the Center, or Angle of the Figure, is that which is made by drawing Right Lines from the Center to the two meanest Angles of the Polygon.
  • The Angle of the Circumference, is the mixt Angle which is made by the Arch, which is drawn from one Gorge to the other.
  • The Flank'd Angle, is the Angle compos'd of two Faces.
  • The Flanking Angle, is the Angle compos'd of the Line of Defence, and the Curtin.
  • The Angle of Complement of the Line of Defence, is the Angle which is made of the two Complements, where they inter-cut one another.
  • The Angle Form-Flank, is the Angle which is compos'd of one Flank and one Demi-Gorge.
  • The Angle Form-Face, is that which is compos'd by one Flank and one Face.
  • The Angle of the Moat, is that which is made before the Curtin, where it cuts it self.
  • The Re-entering Angle, is that which retires inward.
  • ...

Page 6

  • The Saliant Angle, is that which advances toward the Field.
  • See the Plate A.
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