Attack of Fortified Places. Including Siege-works, Mining, and Demolitions.: Prepared for the use of the Cadets of the United States Military AcademyMercur, James
History
Attack of Fortified Places. Including Siege-works, Mining, and Demolitions.: Prepared for the use of the Cadets of the United States Military Academy
Mercur, James
Defensive (Military science); Military engineering; Offensive (Military science); Siege warfare
[9] Six-lined craters (_r_ = 3_l_) are generally considered as the
practical limit of overcharged mines, although at Chatham mines have
been fired giving _r_ = (3-3/4)_l_. The published data concerning them
indicate that they required charges larger than the formulas above
given call for.
[10] Describe the semicircle _BMNF_. Then
_OD_ : _ON_ :: _CH_ : _CM_;
_l_ : _ON_ :: _v_ : _h_.
_ON_^2 = (_h_^2 _l_^2) / _v_^2. (1)
_BO_ : _ON_ :: _ON_ : _OF_;
_h_ + _r_ : _ON_ :: _ON_ : _h_ - _r_.
_ON_^2 = _h_^2 - _r_^2 (2)
_CF_ : _CH_ :: _CD_ : _CK_;
_h_ : _v_ :: √(_r_^2 + _l_^2) : _l_.
(_h_^2)(_l_^2)/_v_^2 = _r_^2 + _l_^2 (3)
∴ Eqs. (1), (2), and (3), _r_^2 + _l_^2 = _h_^2 - _r_^2.
_h_^2 = _l_^2 +2_r_^2 (4)
_h_ = √(1 + 2(_r_/_l_)^2).
* * * * *
Eqs. (3) and (4), (_l_^2 + 2_r_^2)_l_^2 = _v_^2(_r_^2 + _l_^2).
_v_^2 = (_l_^2 +2_r_^2)/(1+_r_^2/_l_^2) = _l_^2(1+2(_r_^2/_l_^2))/(1+_r_^2/_l_^2);
_v_ = _l_(√((1+2(_r_/_l_)^2)/(1+(_r_/_l_)^2))).
[11] General Abbot’s experiments in submarine mining fix the relative
values of cannon powder and dynamite No. 1 in water, measured by the
pressure exerted by them (not by the craters formed), as 1 : 2.45. The
characters of the media and the explosives would naturally lead to the
inference that the superiority of dynamite over powder would be greater
in water than in earth.--J. M.
[12] The 82 lb. dynamite-mine at Willet’s Point produced almost exactly
the same effect upon the gallery of access as the 200-lb. cannon-powder
mine, while its external crater was considerably less in diameter.
Its crater was surrounded, however, by concentric cracks spaced at
intervals of 3 or 4 feet to a distance of about 40 feet from the centre
of the crater. No such effect was produced by the powder-mine.
On the other hand, the actual radii of rupture produced by five
experimental mines fired at Olmutz in 1871-2 agree very closely with
the values which result from applying Lebrun’s formulas to craters
of the same size and shape produced by gunpowder, and indicate that
charges of dynamite and gunpowder which produce identical craters
will also have identical radii of rupture. The somewhat contradictory
results given by the Willet’s Point and Olmutz mines show the necessity
for further experiments.
[13] To pass a 5" siege-gun, mounted upon a high or “overbank” carriage
(model 1887), requires a gallery 7' × 7' in clear.
[14] Four of these may be unskilled laborers.
[15] No. required at commencement of gallery. Beyond 4 feet add one
man, and one additional for every 20 feet of gallery.
[16] Instead of a truck a canvas bag may be used. A large hoe or drag
may be used to draw back the earth from the face of the gallery.
[17] One mason’s level.
[18] These numbers are for small shafts of about 2' by 4'; large
shafts require a larger force. They advance at about the same rate as
galleries of equal cross-section.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Elsewhere in the archive
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account