Principle, advantages and applications of new panorama pyrometers
Introduction
Temperature measurement of moving objects
Fig. 1 A correct measurement can be made as long as the wire oscillates within the measurement area.
For these reasons, experiments were carried out many years ago with devices that created a rectangular measurement area by purely optical means. A special cylindrical lens spread the measurement area in the direction of an axis such as exists in a mirror cabinet. In principle, this method provided a solution to the problem. But an issue was also the uneven distribution of sensitivity on the measuring surface of the sensor. The high costs for this special lens were also a drawback. Furthermore, the pyrometers only worked with a fixed distance to the target spot. Another difficulty was the distorted optical image in the view finder which made it challenging to align the device correctly.
Of particular interest is a rectangular measurement area for a two-colour pyrometer. A two-colour pyrometer detects the thermal radiation of a measuring object at two different wavelengths. The ratio of the two spectral radiances varies proportionally to the temperature. According to this measuring principle, the target object may even be smaller than the measurement field and, other than a single-channel pyrometer, the two-colour pyrometer yet detects the correct temperature of a hot object against a cool background.
Design and operation
Fig. 2 Block diagram of the optical arrangement of the panorama pyrometer: Target object (1), interchangeable lens with focal adjustment (2), aperture system (3) and sensor (4), target marking (5), eyepiece or video camera (6)
We faced another optical challenge when developing the panorama pyrometer. Optical aberrations and an inhomogeneous distribution of sensitivity on the measuring surface usually have the effect on two-colour pyrometers that temperatures are measured quite differently depending on the position of the measuring object in the measurement field. At a target object temperature of 1000 °C the displayed temperature can rise by more than 30°C in the peripheral area of the field of view (Fig. 3).
Conventional two-colour pyrometers may also display varying temperatures when the target object diameter changes due to production-related processes and the measurement area is not uniformly filled.
Fig. 3 Incorrect temperature increase (measurement with two- colour pyrometers) when the hot object is located in the peripheral area of the target spot.
A variety of optical options
Fig. 4 The modular structure of the pyrometer, consisting of electronics, interchangeable lenses and optional supplementary lenses offers a variety of optical options.
Simple alignment and high operational reliability
Fig. 5 The alignment of the panorama pyrometer with rectangular measurement area on small target objects and large measurement distances is very easy.
Fig. 6 Reliable temperature measurement even when the position of the welding seam is varying.
Fig. 7 A portable panorama pyrometer measures the temperature during the pouring process.
Typical applications
A typical example is the production of endless tubes where the material is bent and welded together. The tubes are heated up with an induction coil. The position of the small welding point can vary and, with conventional pyrometers, the welding seam could at times be outside the field of view and a measurement would be impossible (Fig. 6).
During the production of glass bottles the position and shape of the glass drop changes at the shearing blade. Here, too, a panorama pyrometer delivers a higher measuring reliability. Additionally, the material and the colour of the glass have an influence on the depth of visibility of the pyrometer into the partly transparent glass. This influence is greatly reduced by the ratio measuring method of the panorama pyrometer.
Wires in wire drawing plants are undergoing a subsequent heat treatment as the wire runs with high speed through an Induction coil. It cannot be avoided that the wire oscillates between the guide rollers. Thin wires may oscillate within a range that is a number of times the diameter of the wire. Under these conditions it is no longer possible to make a selective measurement.
The manual non-contact temperature measurement of liquid metal that is poured into a mould is made from a safe distance. It will be difficult to align a standard pyrometer with a round field of view to the pouring stream, especially when the position of the stream may change depending on the tilting angle of the ladle. A device with a rectangular field of view is much easier to handle in this case (Fig. 7).
Temperature measurements of tiny objects, such as a spiral-wound filaments or a heating element in an X-ray tube are a serious challenge for pyrometers. So far, such applications were mostly tackled with so-called intensity comparison pyrometers. These are pyrometers where the operator makes a visible check of the radiance of the target object and compares it to a reference radiation source (lamp) within the device.
The problem with electronically measuring pyrometers was to align the devices mechanically to detect extremely small target objects. Such measurement tasks can be much easier solved with the panorama pyrometer.
Limits of measurement
This value also depends on the emissivity of the target object and on the absolute temperature. A two-colour pyrometer can already produce a reliable reading at the range beginning if the radiation energy amounts to 10% of the radiance of a black body at the same temperature. Larger signal attenuation is even permissible with increasing temperatures. Emissivity, the degree of partial illumination, the shape of the target object and visual obstructions such as vapour, dust and smoke in the field of view are all factors that contribute to an attenuation of the signal. We take a steel wire with an emissivity of 0.6 as an example. With a round target object we also have to take into account that the radiation captured by the pyrometer is to a certain extent reflected at a very flat angle. A safety factor of 1.5 is included as an approximation. The degree of partial illumination, the width of the field of view and the maximum measuring distance are calculated with the following formulas.
Degree of partial illumination = (minimum analysable signal strength ÷ emissivity) × safety factor
In relation to the above example, the target object must be filled at least by 10 % ÷ 0.6 × 1.5 = 25 % to allow the pyrometer to calculate a temperature reading. The signal strength serving as an indicator for the reliability of the measurement reading can be displayed on the pyrometer.
For a wire diameter of 5 mm, this results in a maximum width of the field of view of 5 mm ÷ 0.25 = 20 mm at the range beginning.
With a panorama pyrometer, the optical resolution is indicated by the distance-to-target ratio (measuring distance ÷ size of measurement area) for the width DW and for the height DH. In relation to a distance-to-target ratio of, for example, DW = 40 : 1 the maximum measuring distance is 40 x 20 mm = 800 mm. Or, to put it another way: with the intended measuring distance being, for example, 500 mm, an objective lens with a distance-to-target ration of DW ≥ 500 mm ÷ 20 mm i.e. ≥ 25 : 1 should be used to ensure that the field of view is sufficiently filled by the target object.
You can also use the panorama pyrometer with the field of view being aligned longitudinally to the target object. This way, the pyrometer captures a larger surface of the target object compared to a pyrometer with a round field of view, and it can be used for wires with an even smaller diameter.
Pyrometer models
Fig. 8 Compact panorama pyrometer with LED spot light.