The invention will now be described in relation to the appended drawings, in which
A prior art device for removing rust and paint is shown in
The temperature sensor 208 must be able to measure the temperature in the metal sheet 206 beneath the coating 207. This precludes the use of devices based on measuring temperatures on the surface, such as off the shelf infrared ray detectors. This requirement has dictated the development of temperature sensors suited for this application.
The coil LCOIL is a conventional air-cored inductor, which when driven by a signal, couples electromagnetically to the sheet of metal. If the sensor is placed in close proximity of a steel structure, the oscillator coils will be affected by the steel corresponding to an iron core in a common resonator coil, increasing their inductivity. The invention is applicable for other metals as well provided they have magnetic properties.
The oscillator circuit consists of the corresponding coil LCOIL, connected via shielded cable to a parallel capacitance COSC and a very high gain non-inverting amplifier 310. The circuit oscillates at the natural resonant frequency of the LC combination, where the loop phase shift is zero and thus positive feedback occurs.
The output of the oscillator is nominally a digital square wave with frequency:
where LCoIL is the inductance of the coil, RCOIL is the loss in the circuit and COSC is the capacitance of the external capacitor. COSC has of course also some internal losses, but they are generally negligible compared with the losses in the coil and is not included in the formula.
LCOIL is affected by the metal sheet, as is RCOIL. The oscillator will induce a weak eddy current in the metal and the losses in this circuit are also included in RCOIL. The losses in the metal sheet are dependent on temperature, and therefore the actual frequency of the oscillator will change in response to the temperature. The proximity of the metal sheet will also affect the inductance of the coil and thus the frequency of the oscillator, but the distance to the metal is here assumed to be constant, why this parameter may be ignored.
The fact that the inductance also is dependent on the proximity to the metal implies that this circuit may also be used to measure the distance to the metal sheet, provided that the temperature is held constant.
For best performance, heavy gauge wire should be used in the coil to reduce the internal RCOIL. In addition, COSC should have a small temperature coefficient. These measures provide for low temperature drift in the oscillator.
The resistance RLOOP in the feedback loop is ideally set such that it is equal to the impedance of the LC tank at resonance, thus giving the largest possible signal at the amplifier input and thereby minimising the effect of noise.
Noise at the amplifier input is translated into timing jitter in the square wave output, affecting both the frequency and the duty cycle of the output. Therefore the oscillator output signal is passed to a Phase Locked Loop IC 313, which effectively removes the jitter.
The microcontroller 312 observes the outputs from the PLL 313. The microcontroller is adapted to calculate the temperature of the metal from these data.
To improve the noise immunity, the microcontroller may average several temperature readings.
To improve the stability and accuracy of the temperature sensor, a reference oscillator may be incorporated in the circuit, as illustrated in
An alternative method for measuring the temperature in the metal is illustrated in
The applied signal at the transducer A is creating an ultrasound wave travelling from A to the detector at point B. The applied signal could either be a single pulse or a signal with a frequency swept between the two frequencies fa1 and fa2.
This ultrasound wave is passing under the heating coil which is creating the temperature T. The detected signal at B is measured either in the time domain as a time delay from A to B or in the frequency domain.
The delay or the measured frequency spectrum will be an unambiguous function of the average temperature T in the heated area under the coil.
The methods used for determining the temperature in the metal sheet may find other applications than in devices for removing coating on metal. In the industry, there may often be a need for determining temperature in a metal structure that is not readily visible, i.e. being beneath a covering or coating of some kind, where these methods may be used with advantage.
| Number | Date | Country | Kind |
|---|---|---|---|
| 20064745 | Oct 2006 | NO | national |