1) Open-type muzzle (top); 
    closed-type muzzle (bottom).
2) Example of specifications.
3) Example of specifications.
4) Example of specifications.
5) Height of spear's interlaced end.
7) Trigger sensitivity diagram.
8) DS-01-02 test: determination of trigger 
    mechanism's endurance limit.
9) Dispersion of 5 shots of a speargun.
10) Displacement-time diagram of a 
      speargun.
11) Energy-displacement diagram of a 
      speargun.
1. MUZZLE TYPE

It is stated whether the muzzle of the speargun 
is open-type, closed-type or variable-type
(i.e. with option for open- or closed-type).





2. BARREL TYPE AND DIMENSIONS 

The material (e.g. aluminum, carbon or wood), 
cross-section (e.g. circular or shaped) and 
dimensions (diameter in mm, length in cm) of
the barrel of  the speargun are stated.





3. SPEAR TYPE AND DIMENSIONS

The type, diameter (in mm) and length (in cm) 
of the spear of the speargun are stated.







4. RUBBER-BAND TYPE, NUMBER 
    AND DIMENSIONS

The type, diameter (in mm) and length
(in cm) of the rubber-band(s) of the speargun 
are stated.





5. COMPATIBLE HEIGHT OF 
    SPEAR'S INTERLACED END

The compatibility of a spear with the trigger 
mechanism of the handle of a speargun depends 
on the height and tolerances of its interlaced end. 
Caution is needed because an incompatible spear 
can be launched suddenly without pressing the 
trigger thus putting human lives in danger. 

The appropriate height and tolerances (in mm) 
of the interlaced end of a spear, in order for it to 
be compatible with the trigger mechanism of the 
speargun, are stated.




6. SPEARGUN BUOYANCY

It is stated whether the speargun, without the 
spear, has positive or negative buoyancy.





7. TRIGGER SENSITIVITY

Trigger sensitivity is defined as the level of 
difficulty with which the trigger of a speargun can 
be pressed. 
Pressing a sensitive trigger requires a small force
thus contributing to the accuracy of the shot. 

Trigger sensitivity is given in the form of a 
diagram showing the force necessary to press the
trigger in relation to the total force applied by the 
rubber-bands on the spear. 
In the example of the adjacent diagram it can be 
seen that when rubber-bands of a total force of 
800N are used, trigger 1 needs 14N in order to be 
pressed while trigger 2 needs only 9N. 
Therefore, trigger 2 is more sensitive than trigger 1. 

The range of values (ð.÷. ±10%) deriving from
tests on a sufficient number of samples is also 
reported (level of confidence: 99%).








8. TRIGGER MECHANISM'S 
     ENDURANCE LIMIT

The endurance limit of a trigger mechanism 
determines the maximum rubber-band force that 
can be safely used on the speargun. 
If this limit is exceeded then there is danger of 
failure of the trigger mechanism or the handle with 
unpredictable consequences. 

The endurance limit of the trigger mechanism is 
given in Newton (N) units.





9. SHOT PRECISION

The precision of a speargun reflects its ability 
to send the spear at the same spot in repeated 
shots. 

According to Demka Standards, the precision of 
a speargun is described by the dispersion of 
five (5) shots at a target positioned at a given 
distance from the tip of the spear.




10. SHOT VELOCITY
 
The time (from the moment the trigger is pressed) 
necessary for the spear  to cover various 
distances defines a speargun’s shot velocity. 
The greater  the shot velocity of a speargun is, 
the more chances the spear has to reach the fish 
before it moves out from its course. 

The shot-velocity of a speargun is depicted on the 
displacement-time diagram. The “higher” the curve
is, the faster the shot of the speargun. 
In the example of the adjacent diagram, the spear 
of speargun 1 covers 3 meters in120 millisecond.      
In the same period of time, the spear of speargun 
2 covers less than 2.5 meters. 
Therefore, speargun 1 gives faster shots at this 
distance.

The range of values (ð.÷. ±10%) deriving from 
tests on a sufficient number of samples is also 
reported (level of confidence: 95%).








11. SPEARGUNS' RANGE

The ability of the spear to penetrate targets 
located at various distances from it, defines the
range of the speargun.

The range of a speargun is depicted on the 
energy-displacement diagram, which shows the 
kinetic energy of the spear (in Joule) at each point 
on its course. 
The greater the kinetic energy of a spear is at a 
given distance, the greater the chances to 
penetrate a fish located there. In the example of
the adjacent diagram, the energy of the spear of 
speargun 1 is 40 J at approximately 3 meters. 
The spear of speargun 2 has the same energy at 
less than 2 meters. Therefore, speargun 1 can 
penetrate the same fish at a greater distance than 
speargun 2. In other words, it has a greater range.

The range of values (ð.÷. ±10%) deriving from
tests on a sufficient number of samples is also 
reported (level of confidence: 95%).