Title :
Solution-concentration sensor using ultrasonic light diffraction effect
Author_Institution :
Fac. of Eng., Shinshu Univ., Nagano, Japan
Abstract :
Describes the workings of an innovative solution-concentration sensor using an acousto-optic effect. We concentrate here on the sensitivity characteristics for NaCl and sucrose solutions over a range of ultrasonic frequencies (fa) (9-30 MHz) on which Raman-Nath diffraction occurs. The concentration of NaCl solutions (0-20.0%) has been measured with a sensitivity of 35.20 mV/% at fa=29.998 MHz, and the sensitivity for sucrose solutions (0-20.0%) have reached 13.48 mV/% at fa=29.298 MHz. Moreover, temperature sensitivity for water due to strong temperature dependence of sound velocity in liquids have reached 4.75 mV/°C at fa=9.898 MHz over the range of 25°C±5°C. From experimental results, it was clearly confirmed that the sensitivity increases in proportion to fa which drives an acousto-optic: (AO) cell. A proportional coefficient Scf for NaCl solutions is 1.14 mV/%.MHz and that of sucrose is 0.341 mV/%. MHz. From that experimental results and a deviation factor derived from an empirical equation of sound velocity obtained by phase-locked loop (PLL), the sensitivity for a PLL-type AO improves 2.35 times that for an ordinary AO at ultrasonic frequency of 22.898 MHz.
Keywords :
acousto-optical devices; chemical variables measurement; light diffraction; optical sensors; phase locked loops; 20 to 30 degC; 9 to 30 MHz; NaCl; Raman-Nath diffraction; acousto-optic effect; deviation factor; phase-locked loop; proportional coefficient; sensitivity characteristics; solution-concentration sensor; sound velocity; sucrose solutions; temperature sensitivity; ultrasonic light diffraction effect; Acoustooptic effects; Diffraction; Frequency; Phase locked loops; Sensor phenomena and characterization; Sugar; Temperature dependence; Temperature distribution; Temperature sensors; Ultrasonic variables measurement;
Conference_Titel :
Frequency Control Symposium and PDA Exhibition, 2002. IEEE International
Print_ISBN :
0-7803-7082-1
DOI :
10.1109/FREQ.2002.1075884