following are the most important:

(1) ~Uniform load~ occurs where the load is spread evenly over
the beam.

(2) ~Concentrated load~ occurs where the load is applied at
single point or points.

(3) ~Live~ or ~immediate load~ is one of momentary or short
duration at any one point, such as occurs in crossing a bridge.

(4) ~Dead~ or ~permanent load~ is one of constant and
indeterminate duration, as books on a shelf. In the case of a
bridge the weight of the structure itself is the dead load. All
large beams support a uniform dead load consisting of their own
weight.

The effect of dead load on a wooden beam may be two or more
times that produced by an immediate load of the same weight.
Loads greater than the elastic limit are unsafe and will
generally result in rupture if continued long enough. A beam may
be considered safe under permanent load when the deflections
diminish during equal successive periods of time. A continual
increase in deflection indicates an unsafe load which is almost
certain to rupture the beam eventually.

Variations in the humidity of the surrounding air influence the
deflection of dry wood under dead load, and increased
deflections during damp weather are cumulative and not recovered
by subsequent drying. In the case of longleaf pine, dry beams
may with safety be loaded permanently to within three-fourths of
their elastic limit as determined from ordinary static tests.
Increased moisture content, due to greater humidity of the air,
lowers the elastic limit of wood so that what was a safe load
for the dry material may become unsafe.

When a dead load not great enough to rupture a beam has been
removed, the beam tends gradually to recover its former shape,
but the recovery is not always complete. If specimens from such
a beam are tested in the ordinary testing machine it will be
found that the application of the dead load did not affect the
stiffness, ultimate strength, or elastic limit of the material.
In other words, the deflections and recoveries produced by live
loads are the same as would have been produced had not the beam
previously been subjected to a dead load.[11]

[Footnote 11: See Tiemann, Harry D.: Some results of dead load
bending tests of timber by means of a recording deflectometer.
Proc. Am. Soc. for Testing Materials. Phila. Vol. IX, 1909, pp.
534-548.]

~Maximum load~ is the greatest load a material will support and
is usually greater than the load at rupture.