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Balloon Techniques CHAPTER CONTENTS Page CHAPTER 8. BALLOON TECHNIQUES ............................................... 752 8.1 Balloons .................................................................. 752 8.1.1 Main types of balloons ............................................... 752 8.1.2 Balloon materials and properties ...................................... 752 8.1.3 Balloon specifications. 752 8.2 Balloon behaviour ......................................................... 753 8.2.1 Rate of ascent ....................................................... 753 8.2.2 Balloon performance ................................................ 754 8.3 Handling balloons. 755 8.3.1 Storage ............................................................ 755 8.3.2 Conditioning ....................................................... 755 8.3.3 Inflation ........................................................... 756 8.3.4 Launching ......................................................... 756 8.4 Accessories for balloon ascents ............................................... 757 8.4.1 Illumination for night ascents ......................................... 757 8.4.2 Parachutes ......................................................... 757 8.5 Gases for inflation .......................................................... 757 8.5.1 General ............................................................ 757 8.5.2 Gas cylinders ....................................................... 758 8.5.3 Hydrogen generators ................................................ 758 8.6 Use of hydrogen and safety precautions ....................................... 759 8.6.1 General ............................................................ 759 8.6.2 Building design ..................................................... 760 8.6.3 Static charges. 761 8.6.4 Protective clothing and first-aid facilities ................................ 762 REFERENCES AND FURTHER READING .............................................. 763 CHAPTER 8. BALLOON TECHNIQUES 8.1 BALLOONS 8.1.1 Main types of balloons Two main categories of balloons are used in meteorology, as follows: (a) Pilot balloons, which are used for the visual measurement of upper wind, and ceiling balloons for the measurement of cloud-base height. Usually they do not carry an appreciable load and are therefore considerably smaller than radiosonde balloons. They are almost invariably of the spherical extensible type and their chief requirement, apart from the ability to reach satisfactory heights, is that they should keep a good spherical shape while rising; (b) Balloons which are used for carrying recording or transmitting instruments for routine upper-air observations are usually of the extensible type and spherical in shape. They are usually known as radiosonde or sounding balloons. They should be of sufficient size and quality to enable the required load (usually 200 g to 1 kg) to be carried up to heights as great as 35 km at a rate of ascent sufficiently rapid to enable reasonable ventilation of the measuring elements. For the measurement of upper winds by radar methods, large pilot balloons (100 g) or radiosonde balloons are used depending on the weight and drag of the airborne equipment. Other types of balloons used for special purposes are not described in this chapter. Constant-level balloons that rise to, and float at, a pre-determined level are made of inextensible material. Large constant-level balloons are partly filled at release. Super-pressure constant-level balloons are filled to extend fully the balloon at release. Tetroons are small super-pressure constant-level balloons, tetrahedral in shape, used for trajectory studies. The use of tethered balloons for profiling is discussed in Part II, Chapter 5. 8.1.2 Balloon materials and properties The best basic materials for extensible balloons are high-quality natural rubber latex and a synthetic latex based upon polychloroprene. Natural latex holds its shape better than polychloroprene – which is stronger and can be made with a thicker film for a given performance. It is less affected by temperature, but more affected by the ozone and ultraviolet radiation at high altitudes, and has a shorter storage life. Both materials may be compounded with various additives to improve their storage life, strength and performance at low temperatures both during storage and during flight, and to resist ozone and ultraviolet radiation. As one of the precautions against explosion, an antistatic agent may also be added during the manufacture of balloons intended to be filled with hydrogen. There are two main processes for the production of extensible balloons. A balloon may be made by dipping a form into latex emulsion, or by forming it on the inner surface of a hollow mould. Moulded balloons can be made with more uniform thickness, which is desirable for achieving high altitudes as the balloon expands, and the neck can be made in one piece with the body, which avoids the formation of a possible weak point. Polyethylene is the inextensible material used for constant-level balloons. 8.1.3 Balloon specifications The finished balloons should be free from foreign matter, pinholes or other defects and must be homogeneous and of uniform thickness. They should be provided with necks of CHAPTER 8. BALLOON TECHNIQUES 753 between 1 and 5 cm in diameter and 10 to 20 cm long, depending on the size of the balloon. In the case of sounding balloons, the necks should be capable of withstanding a force of 200 N without damage. In order to reduce the possibility of the neck being pulled off, it is important that the thickness of the envelope should increase gradually towards the neck; a sudden discontinuity of thickness forms a weak spot. Balloons are distinguished in size by their nominal weights in grams. The actual weight of individual balloons should not differ from the specified nominal weight by more than 10%, or preferably 5%. They should be capable of expanding to at least four times, and preferably five or six times, their unstretched diameter and of maintaining this expansion for at least 1 h. When inflated, balloons should be spherical or pear-shaped. The question of specified shelf life of balloons is important, especially in tropical conditions. Artificial ageing tests exist but they are not reliable guides. One such test is to keep sample balloons in an oven at a temperature of 80 °C for four days, this being reckoned as roughly equivalent to four years in the tropics, after which the samples should still be capable of meeting the minimum expansion requirement. Careful packing of the balloons so that they are not exposed to light (especially sunlight), fresh air or extremes of temperature is essential if rapid deterioration is to be prevented. Balloons manufactured from synthetic latex incorporate a plasticizer to resist the stiffening or freezing of the film at the low temperatures encountered near and above the tropopause. Some manufacturers offer alternative balloons for daytime and night-time use, the amount of plasticizer being different. 8.2 BALLOON BEHAVIOUR 8.2.1 Rate of ascent From the principle of buoyancy, the total lift of a balloon is given by the buoyancy of the volume of gas in it, as follows: 0.523 3 TV=−()ρρgg=−D ()ρρ (8.1) where T is the total lift; V is the volume of the balloon; ρ is the density of the air; ρg is the density of the gas; and D is the diameter of the balloon, which is assumed to be spherical. All units are in the International System of Units. For hydrogen at ground level, the buoyancy –3 (ρ – ρg) is about 1.2 kg m . All the quantities in equation 8.1 change with height. The free lift L of a balloon is the amount by which the total lift exceeds the combined weight W of the balloon and its load (if any): LT=−W (8.2) namely, it is the net buoyancy or the additional weight which the balloon, with its attachments, will just support without rising or falling. It can be shown by the principle of dynamic similarity that the rate of ascent V of a balloon in still air can be expressed by a general formula: qLn V = 13/ (8.3) ()LW+ in which q and n depend on the drag coefficient, and therefore on the Reynolds number, vρD/µ (µ being the viscosity of the air). Unfortunately, a large number of meteorological balloons, at some stages of flight, have Reynolds numbers within the critical region of 1 · 105 to 3 · 105, where a rapid change of drag coefficient occurs, and they may not be perfectly spherical. Therefore, it is impracticable to use a simple formula which is valid for balloons of different sizes and different free lifts. The values of q and n in the above equation must, therefore, be derived 754 PART II. OBSERVING SYSTEMS by experiment; they are typically, very approximately, about 150 and about 0.5, respectively, if the ascent rate is expressed in m min–1. Other factors, such as the change of air density and gas leakage, can also affect the rate of ascent and can cause appreciable variation with height. In conducting soundings during precipitation or in icing conditions, a free lift increase of up to about 75%, depending on the severity of the conditions, may be required. An assumed rate of ascent should not be used in any conditions other than light precipitation. A precise knowledge of the rate of ascent is not usually necessary except in the case of pilot- and ceiling-balloon observations, where there is no other means of determining the height. The rate of ascent depends largely on the free lift and air resistance acting on the balloon and train. Drag can be more
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