The Mirage Effect (Photothermal Beam Deflection)


The ''classic mirage block''.

A compact setup which integrates sample displacement stage, as well as the probe laser and optics has been described by Charbonnier and now enjoys celebrity status as a basic setup upon which a large majority of mirage experiments are founded. A commercial version exists, as well as numerous ''standard'' variants for different applications. The block is shown here.

The base of the block serves as housing for the HeNe or diode probe laser (a). The beam is directed by aluminum mirrors (b), then passes through a glass lens (c) which focuses the beam at the center of the sample (d), which is positioned by the sample holder and stage (e). The beam then passes through an interference (optical notch) filter (f) which rejects stray reflections and is directed onto a photodiode position sensor (g), also positioned on an x-y stage. The mirage signal is detected by the position sensor (photodiode pair), associated to a Lock-in amplifier.

Interaction Geometry

In a perpendicular interaction geometry, the probe beam passes parallel to the sample surface through the locally heated adjacent medium. The information that we wish to measure will then determine our choice of 1 D or 3 D interaction. A 1 D geometry is typically used for spectroscopic measurements, while in the case of 3 D interaction, the gradient expressed above must be evaluated along the tangental component in addition to the normal, allowing us to measure such parameters as thermal diffusivity. In the case of transparent samples, colinear interaction between the two beams may also be chosen, that to say that the axii of the two beams will be aligned or at a slight angle . A diagram depicting the geometries available is shown below; a perpendicular geometry is shown on the left, and a colinear geometry shown on the right.