Rigid-body slamming has become increasingly important as ships travel at higher speeds experiencing larger loads during hull impacts against surface water which can result in structural damage and crew injury. It is necessary to characterise the hydrodynamic loading during water impacts.
We present a series of experiments conducted in order to study slamming force events seen by flat plates during free surface impacts. The experiments focus on the characterisation of the loads experienced by flat plates during the first phase of the slamming event, the water entry. They have been conducted in an especially designed test apparatus, the Slingshot Impact Testing System (SITS),
which allows us launching objects against the free surface of an open channel, with the possibility of setting up different speeds and deadrise angles. We can study slamming with trapped air between the plate and the water free surface, at high impact speeds and small deadrise angles, allowing us to quantify the resulting cushioning effect. High velocity impacts up to 5 m/s were conducted at angles
between 0.3° and 25°. It was found that the trapped air phenomenon significantly cushions flat plate impacts with angles less than 5° and impacts with larger angles adhere to Von Karman’s equations.
[1]
S. Chuang.
Experiments on Slamming of Wedge-Shaped Bodies
,
1967
.
[2]
Allen Engle,et al.
A comparison of hydrodynamic impacts prediction methods with two dimensional drop test data
,
2003
.
[3]
Peter Stansby,et al.
THE SLAM FORCE ON A FLAT PLATE IN FREE FLIGHT DUE TO IMPACT ON A WAVE CREST
,
1998
.
[4]
Yoichi Sumi,et al.
On the water impact and elastic response of a flat plate at small impact angles
,
2000
.
[5]
A. C. Fairlie-Clarke,et al.
An experimental investigation into the constant velocity water entry of wedge-shaped sections
,
2008
.
[6]
S. Chuang.
Experiments on Flat-Bottom Slamming
,
1966
.
[7]
Ivan Stenius,et al.
Dynamic Characterisation of Marine Sandwich Structures
,
2005
.
[8]
Ming‐Chung Lin,et al.
Simultaneous measurements of water impact on a two-dimensional body
,
1997
.
[9]
S. C. Kot,et al.
Computations of water impact on a two-dimensional flat-bottomed body with a volume-of-fluid method
,
1992
.