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Impact Comparison Test |
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Results Discussion Conclusion Calculation |
Aim To compare the impact of water rockets to currently accepted SCA missile weapons. |
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Method To carry out our test we constructed a rigid wooden pendulum with a 30 cm (1 ft) square target at it's end. So that we could measure the displacement of the pendulum after each impact an aluminium pointer was suspended from the pendulum's cross-arm by a spring made from a loop of mild steel. Each of four types of missile was thrown or fired at the target until 10 direct hits were scored (with the exception of the water rocket for which only 5 hits were scored). The deflection of the pendulum cased by each hit was measured between the top of the target and the equivalent position on the pointer. |
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Pendulum from left of front. |
Pendulum from side, note the aluminium pointer as it appears after an impact. |
The four types of missiles used in the trial are pictured below |
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Arrow | Throwing Axe | Javelin | Water Rocket | |
Mass:43 g (1.5 oz) | Mass:372 g (13 oz) | Mass:429 g (15 oz) | Mass:143 g (5 oz) | |
Length:71 cm (28 in) | Length:46 cm (18 in) | Length: 106 cm (42 in) | Length:29 cm (11.5 in) | |
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Notes
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Aim / Method Discussion Conclusion Calculation |
Results The results of the trials, in the order they were recorded, are listed below. |
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To enable the comparison of these results with potential future tests performed
by other parties the average work done on the pendulum by each missile has been calculated. For information on
how these results were arrived at see the calculation section.
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Short MPEG clips showing an example trial for each missile can be downloaded by clicking on the stills below. | ||||
Arrow |
Throwing Axe |
Javelin |
Water Rocket |
Aim / Method Results Conclusion Calculation |
Discussion One of the biggest problems encountered in collecting these results stemmed from the fact that none of the participants was an experienced axe thrower or javelineer. It took around 10 throws with the axe or javelin to score a clean hit making roughly 200 attempts in all required to gather the data for the thrown weapons. The missile throwers lack of skill is evident in the comparatively large standard deviation for the axe and javelin results. It would be expected that had more skillful light infantry been involved in the trial the standard deviation would be less and the average deflection measured would be greater. The peak deflection caused by the axe and javelin, 73 cm and 76 cm respectively, are around 1.25 times the peak deflection caused by the water rocket. Only five results were collected for the water rocket, again due to the number of attempts needed to score a hit as well as the time required to reload. |
Aim / Method Results Discussion |
Calculation When the pendulum reaches its highest point after an impact it's potential energy is equivalent to the kinetic energy transferred to it by the missile. The potential energy of the pendulum is given by u = mgh where u = potential energy m = the mass of the pendulum g = the force of gravity h = the height of the pendulums center of mass above its resting point (equivalent to the length EF in the diagram opposite) |
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From the length of the pendulum at which the displacement AB is measured and the length of the displacement BC the magnitude of the angle a can be calculated using the formula for the length of a chord where AB is the radius and BC is the chord length. Since ABC has the same proportions as ADE the length DF is equal to BC * AD / AB. Because ADE is an isosceles triangle b = (180 - a) / 2. b and d comprise a right angle so d = 90 - b. Knowing the length of DF and the magnitude d of allows the calculation of EF by use of the sin rule. From EF and the mass of the pendulum the amount of energy transferred to the pendulum can be calculated by use of the formula u = mgh. |
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Pendulum Properties | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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Results of calculation steps | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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