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<br />10 INFORMATION AND TECHNOLOGY REpORT--2003-0002 <br /> <br />water is about 1,500 IlS/cm (Wydoski, 1980). Conductivity <br />in a particular body of water, although generally quite <br />uniform, can vary considerably from one location to <br />another depending on substrate composition and <br />especially the inflow of tributaries or effluents of highly <br />different conductivities. <br />Ambient water conductivity also varies with water <br />temperature. As temperature rises, water viscosity de- <br />creases and ionic mobility and solubility of most salts <br />increase. Rates of change in conductivity depend on ionic <br />content and vary from about 5.2% per degree C for ultra- <br />pure waters to 1.5% per degree C for acids, alkalis, and <br />concentrated salt solutions (Omega Engineering Inc., <br />1990). For natural waters between 10 and 250 C, the coef- <br />ficient is approximately 2 to 2.3% per degree C. To ap- <br />proximate water conductivities at various temperatures <br />within this range, Reynolds et aI. (1988), Reynolds (1996), <br />and Kolz et al. (1998) used the equation C2 = C J / <br />(1.02(11-12)), and Stem in et al. (1972, 1976) used C2 = CJ / <br />(1 + 0.023(tl - t2)), where C is conductivity and t is tem- <br />perature. It is important to record whether measured or <br />reported water conductivity is ambient (actual value for <br />the temperature at which it was measured) or specific <br />(value normalized to 250 C); if the latter, it needs to be <br />recalculated for ambient (actual) temperature. <br /> <br />Electrojishing Currents and Waveforms <br /> <br />There are two principal types of electrical currents, <br />but interrupted or pulsed variations of one are sufficiently <br />different and important to be treated effectively as a third <br />type. Bipolar or alternating current (AC) is characterized <br />by continually reversing polarity and movement of elec- <br />trons or ions of like charge (Fig. 5A). Unipolar or direct <br />current (DC) is characterized by movement of electrons <br />or ions oflike charge in one direction (Figs. 5B-J). How- <br />ever, as used hereafter, DC specifically refers to a con- <br />tinuous unipolar current of constant voltage (smooth or <br />straight DC, Fig. 5B) or nearly constant voltage (rippled <br />DC, Fig. 5C). When a unipolar current is periodically in- <br />terrupted or pulsed, it is specifically referred to as the <br />third type of current, pulsed DC (PDC; Figs. 5D-I). AC <br />also can be pulsed, but pulsedAC (e.g., Jesien and Hocutt, <br />1990) is rarely used for electrofishing. <br />For AC and POC, changes in voltage amplitude or <br />differential (current intensity) over time define the shape <br />(graphical form as displayed by an oscilloscope) and fre- <br />quency (Hz-hertz = cycles, pulses, or pulse patterns per <br />second) of their waveforms. Although other AC wave- <br />form shapes and frequencies are possible, AC used for <br />electro fishing usually consists of a sinusoidal waveform <br />at a fixed frequency of 50 or 60 Hz (single-phase gene:ra- <br />tor), 180 Hz (three-phase generator), or higher (e.g., 300 <br /> <br />or 400 Hz) as a function of generator speed (Novotny and <br />Priegel, 1974; Novotny, 1990). <br />Depending on how they are produced, PDC <br />waveforms used for electrofishing occur in a variety of <br />shapes, most commonly square (rectangular), half-sine, <br />quarter-sine, or exponential, and can be delivered over a <br />wide range of frequencies, usually between 15 and 120 <br />Hz, but at least experimentally from 1 to about 500 Hz. <br />Pulse-frequency pattern can be either simple (uniform) or <br />complex, the latter usually consisting of a high primary <br />frequency interrupted secondarily at a much slower <br />frequency to produce bursts, packets, or trains of the <br />higher-frequency pulses (Fig. 51). <br />PDC waveforms also are characterized by pulse width <br />(time current flows during each pulse, usually expressed <br />in ms, milliseconds) and duty cycle (percentage of time <br />current actually flows from the beginning of one simple <br />pulse or complex pulse-pattern to the next). For simple <br />PDC, duty cycle is a function of pulse frequency and <br />width. As frequency in a PDC is increased, a constant <br />pulse width results in a greater duty cycle, whereas a <br />constant duty cycle results in a proportionately shorter <br />pulse width. <br />In modem electrofishing, DC is usually produced by <br />conditioning power from an AC generator, or a battery <br />and inverter, with transformers, rectifiers, and filters <br />(Novotny, 1990; Novotny and Priegel, 1971, 1974). DC <br />produced by true DC generators is smooth (Fig. 5B), <br />whereas that produced by filtering rectified current from <br />an AC generator tends to be at least slightly rippled <br />(Fig. 5C). However, DC generators are heavier, more ex- <br />pensive, less flexible in voltage control, and less reliable <br />than AC generators with comparable power ratings. DC <br />produced by a three-phase AC generator is already rela- <br />tively smooth and requires much less conditioning than <br />that produced by a single-phase AC generator. <br />In most cases, PDC waveforms also are produced <br />from rectified AC. Rectified sinusoidal AC directly pro- <br />duces half-sine PDCs at either the same or twice the AC <br />frequency, depending on whether the current is half or <br />full-wave rectified (Figs. 5D and E). Mechanical or elec- <br />tronic choppers (pulsators) are used to generate quarter- <br />sine and exponential or capacitor-discharge waveforms <br />(Figs. 5G and H) from unfiltered rectified AC or square <br />waveforms (Fig. 5F) from rectifiedAC that has been first <br />filtered to produce DC. Square waveforms are perhaps <br />the easiest to adjust in pulse width and frequency. Some <br />very flexible electrofishing control units provideAC, DC, <br />and PDC-the latter with variable pulse frequencies, <br />widths, and sometimes shape. Some systems allow or <br />incorporate secondary switching or interruption of PDC <br />to produce complex pulse frequencies (e.g., University of <br />Wisconsin Engineering and Technology Center's <br />Quadrapulse, Smith-Root's P.O. w., and Coffelt's CPS). <br />