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ORAL - International Conference of Agricultural Engineering

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open, short and 50 Ω termination. During the experiment a loop antenna and a helix antennawere used. The homemade 433 MHz loop antenna was made from ø1 mm copper wire witha loop diameter <strong>of</strong> 35 mm. The tuning capacitor was 1.2 pF and Q <strong>of</strong> the antenna wasapproximately 336 in air. The helix antenna was a Linx Technologies ANT-433-HETH. SMAconnectors were used for both antennas and each antenna was enclosed in a small plasticbox to avoid direct contact with the silage.The experiment was carried out on the 6th <strong>of</strong> January 2011 and the silage stack used wasmade in July 2010 by and stored at the Faculty <strong>of</strong> <strong>Agricultural</strong> Sciences, Foulum, Denmark.The stack was stored in a barn. The resonance frequency and quality, Q, <strong>of</strong> the antenna wasmeasured in two different circumstances. First it was measured while in air using the VNA.Then a 40 cm hole with a 4 cm diameter was drilled in the grass silage stack, the antennaplaced at the bottom and the resonance frequency and Q was measured again. This wasdone for both types <strong>of</strong> antenna. Each recorded measurement was averaged on the VNA over100 measurements. Dry-matter analysis was done on all samples.4 Results and Discussion4.1 Properties <strong>of</strong> the silage samplesTable 1 Dry-matter analysis <strong>of</strong> the silage samples.Silage baleSilage stackMean Standard div. Mean Standard dev.Moisture content 66.70 % 0.12 66.46 % 1.06Density - - 0.56 g/cm 3 0.10Table 1 contains the dry matter analysis as well as density for the samples from the silagestack and the samples from the silage bale. The moisture content <strong>of</strong> the silage stack samplesis less stable than that <strong>of</strong> the silage bale but this was expected as the bale has been treatedmore uniformly and the samples were taken from a smaller volume than those <strong>of</strong> the silagestack. The density also varies but is well within the variations found in other works (Muck &Holmes 2000).4.2 Complex permittivity measurementsFigure 2 shows the averaged complex relative permittivity for all samples calculated from thereflection coefficient measurements and the standard deviation on both the real an imaginarypart.Figure 2 The real (solid line) and imaginary (dotted line) part <strong>of</strong> the permittivity and standarddeviation.The figure show a permittivity that drops as frequency increases, which corresponds wellwith observations on biological materials in general (Ponne & Bartels 1995). It can be

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