Maltese Cross Phenomenon

FRED Polarization Models

Introduction

FRED has the capability to simulate polarization of rays through an optical system. Light sources can be randomly, circularly, or linearly polarized. Optical components that filter or manipulate polarization, such as birefringent wave plates and polarizers, can be accurately modeled. Some simple examples of polarization modeling in FRED can include absorptive dichroic and wiregrid polarizers, a calcite half-wave plate, and the Maltese cross phenomenon. Each of these features can be applied to more complex optical systems such as Liquid Crystal Displays (LCDs), interferometers, and polarization microscopes.

 

Maltese Cross Phenomenon

The Maltese Cross is an interference figure formed by birefringent materials place between crossed linear polarizers. This phenomenon allows easy identification of birefringent specimens found in nature such as plankton, starch grains, and fatty molecules. A Maltese cross can also form when an expanding beam of locally y-polarized light passes through two orthogonally-oriented linear polarizers. Figure 1 shows a system set up in FRED to simulate irradiance just beyond the crossed polarizers.

The associated FRED file can be downloaded from our knowledgebase.

 

Maltese Cross Model

Figure 1. Maltese cross. Left side: cross-section of system. Right side: irradiance pattern on detector.