![](data:image/png;base64,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)
30
Voor een storingsvrije werking van het toestel dienen de
beide elektroden juist afgesteld te zijn. Zie figuren 11.6 en
11.7 voor deze afstelling
Figuur 11.6 Afstelling van de ontsteek elektrode
Figuur 11.7 Afstelling van de ionisatie elektrode
11.6 Afstelling van ontsteek en ionisatie elektrode