Diving physics, or the physics of underwater diving is the basic aspects of physics which describe the effects of the underwater environment on the underwater diver and their equipment, and the effects of blending, compressing, and storing breathing gas mixtures, and supplying them for use at ambient pressure. These effects are mostly consequences of immersion in water, the hydrostatic pressure of depth and the effects of pressure and temperature on breathing gases. An understanding of the physics behind is useful when considering the physiological effects of diving, breathing gas planning and management, diver buoyancy control and trim, and the hazards and risks of diving.
Changes in density of breathing gas affect the ability of the diver to breathe effectively, and variations in partial pressure of breathing gas constituents have profound effects on the health and ability to function underwater of the diver.
The main laws of physics that describe the influence of the underwater diving environment on the diver and diving equipment include:
Archimedes' principle (Buoyancy) - Ignoring the minor effect of surface tension, an object, wholly or partially immersed in a fluid, is buoyed up by a force equal to the weight of the fluid displaced by the object. Thus, when in water, the weight of the volume of water displaced as compared to the weight of the diver's body and the diver's equipment, determine whether the diver floats or sinks.[1][2] Buoyancy control, and being able to maintain neutral buoyancy in particular, is an important safety skill. The diver needs to understand buoyancy to effectively and safely operate drysuits, buoyancy compensators, diving weighting systems and lifting bags.[3]
The concept of pressure as force distributed over area, and the variation of pressure with immersed depth are central to the understanding of the physiology of diving, particularly the physiology of decompression and of barotrauma.
The absolute pressure on a diver is the sum of the local atmospheric pressure and hydrostatic pressure.[4][5] Hydrostatic pressure is the component of ambient pressure due to the weight of the water column above the depth, and is commonly described in terms of metres or feet of sea water.
The partial pressures of the component gases in a breathing gas mixture control the rate of diffusion into and out of the blood in the lungs, and their concentration in the arterial blood, and the concentration of blood gases affects their physiological effects in the body tissues. Partial pressure calculations are used in breathing gas blending and analysis.
A class of diving hazards commonly referred to as delta-P hazards are caused by pressure a difference other than ambient pressure, which cause flow which may entrain the diver and carry them to a place where injury could occur, such as at the intake to a marine thruster, or a sluice gate.
Gas equations of state, which may be expressed in combination as the Combined gas law, or the Ideal gas law within the range of pressures normally encountered by divers, or as the traditionally expressed gas laws relating the relationships between two properties when the others are held constant, are used to calculate variations of pressure, volume and temperature, such as: Boyle's law, which describes the change in volume with a change in pressure at a constant temperature.[1] For example, the volume of gas in a non-rigid container (such as a diver's lungs or buoyancy compensation device), decreases as external pressure increases while the diver descends in the water. Likewise, the volume of gas in such non-rigid containers increases on the ascent. Changes in the volume of gases in the diver and the diver's equipment affect buoyancy. This creates a positive feedback loop on both ascent and descent. The quantity of open circuit gas breathed by a diver increases with pressure and depth.[5] Charles's law, which describes the change in volume with a change in temperature at a fixed pressure, Gay-Lussac's second law, which describes the change of pressure with a change of temperature for a fixed volume, (originally described by Guillaume Amontons, and sometimes called Amontons's law). This explains why a diver who enters cold water with a warm diving cylinder, for instance after a recent quick fill, finds the gas pressure of the cylinder drops by an unexpectedly large amount during the early part of the dive as the gas in the cylinder cools.[6][3]
In mixtures of breathing gases the concentration of the individual components of the gas mix is proportional to their partial pressures and volumetric gas fraction.[1] Gas fraction is constant for the components of a mixture, but partial pressure changes in proportion to changes in the total pressure. Partial pressure is a useful measure for expressing limits for avoiding nitrogen narcosis and oxygen toxicity.[5] Dalton's law describes the combination of partial pressures to form the total pressure of the mixture.
Gases are highly compressible but liquids are almost incompressible. Gas spaces in the diver's body and gas held in flexible equipment contract as the diver descends and expand as the diver ascends.[7][5] When constrained from free expansion and contraction, gases will exert unbalanced pressure on the walls of their containment, which can cause damage or injury if excessive.
Henry's law describes how as pressure increases the quantity of gas that can be dissolved in the tissues of the body increases.[8] This effect is involved in nitrogen narcosis, oxygen toxicity and decompression sickness.[5]
Concentration of gases dissolved in the body tissues affects a number of physiological processed and is influenced by diffusion rates, solubility of the components of the breathing gas in the tissues of the body and pressure. Given sufficient time under a specific pressure, tissues will saturate with the gases, and no more will be absorbed until the pressure increases. When the pressure decreases faster than the dissolved gas can be eliminated, the concentration rises and supersaturation occurs, and pre-existing bubble nuclei may grow. Bubble formation and growth in decompression sickness is affected by surface tension of the bubbles, as well as pressure changes and supersaturation.
The density of the breathing gas is proportional to absolute pressure, and affects the breathing performance of regulators and the work of breathing, which affect the capacity of the diver to work, and in extreme cases, to breathe. Density of the water, the diver's body, and equipment, determines the diver's apparent weight in water, and therefore their buoyancy, and influences the use of buoyant equipment.[9] Density and the force of gravity are the factors in the generation of hydrostatic pressure. Divers use high density materials such as lead for diving weighting systems and low density materials such as airinbuoyancy compensators and lifting bags.[5]
The absolute (dynamic) viscosity of water is higher (order of 100 times) than that of air.[10] This increases the drag on an object moving through water, and more effort is required for propulsion in water than air relative to the speed of movement.
Thermal conductivity of water is higher than that of air.[11] As water conducts heat 20 times more than air, and has a much higher thermal capacity, heat transfer from a diver's body to water is faster than to air, and to avoid excessive heat loss leading to hypothermia, thermal insulation in the form of diving suits, or active heating is used. Gases used in diving have very different thermal conductivities; Heliox, and to a lesser extent, trimix, conducts heat faster than air because of the helium content, and argon conducts heat slower than air, so technical divers breathing gases containing helium may inflate their dry suits with argon.[12][13] Some thermal conductivity values at 25 °C and sea level atmospheric pressure: argon: 16 mW/m/K; air: 26 mW/m/K; neoprene: 50 mW/m/K; wool felt: 70 mW/m/K; helium: 142 mW/m/K; water: 600 mW/m/K.[11]
Underwater vision is affected by the refractive index of water, which is similar to that of the cornea of the eye, and which is about 30% greater than air. Snell's law describes the angle of refraction relative to the angle of incidence.[14] This similarity in refractive index is the reason a diver cannot see clearly underwater without a diving mask with an internal airspace.[3] Absorption of light depends on wavelength, this causes loss of colour underwater.[15][16] The red end of the spectrum of light is absorbed over a short distance, and is lost even in shallow water.[15] Divers use artificial light underwater to reveal these absorbed colours. In deeper water no light from the surface penetrates, and artificial lighting is necessary to see at all.[5] Underwater vision is also affected by turbidity, which causes scattering, and dissolved materials which absorb light.
Underwater acoustics affect the ability of the diver to hear through the hood of the diving suit or the helmet, and the ability to judge the direction of a source of sound.
The physical phenomena found in large bodies of water that may have a practical influence on divers include:
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