Aller au contenu

Porte échantillon température ambiante

Constructeur
Solartron analytical
Réf. HTTS
HTS-ELEC-0007
Réf. HTDS
PORTE ECHANTILLON 12962A
Porte échantillon température ambiante

Galerie et schémas techniques

Porte échantillon température ambiante - Image 1

Description

Le porte échantillon 12962A a été conçu pour les mesures d’impédances de solides à température ambiantes. Il consiste en deux électrodes parallèles dont la distance est réglable par un micromètre. le porte échantillon utilise un guard ring pour augmenter la précision de vos mesures en réduisant les courants de fuites sur les bords de l’échantillon. En version standard le porte-échantillon a des électrodes de 20mm de diamètre, mais deux option existent : 12963A : Kit avec trois électrodes 10 mm,30mm et 40mm 12964A : Adaptateur pour poudre et liquide Le porte-échantillon est compatible avec l’interface diélectrique 1296A, les analyseurs de réponses en fréquences 1260A, 1255A/B <img decoding="async" src="image/png;base64,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" alt="" />

Une cellule pour les matériaux (solide, liquide, poudre)

Caractéristiques

  • Pour solide, liquide et poudre
  • Température ambiante
  • Mesure deux points

Spécifications techniques

Tel
+44 (0) 1252 556 800 Tel: (1) 865-425-1360
Figure 1
Electrode arrangement of he 12962A sample holder
diameter.
measurements in cryostats and furnaces.
BS EN ISO 9001
2008
United Kingdom
USA
sample holders
N M
Farnborough GU14 0NR
TN 37831
12962A, 12963A, 12964A
S
Unit B1 Armstrong Mall
801 South Illinois Avenue
Southwood Business Park
Oak Ridge
[email protected]
www.solartronanalytical.com
12962A room temperature sample holder
Specification
ring and reference techniques in order to improve
This sample holder is designed for room temperature
able to measure small samples of liquid or powders.
“Lo” Electrode
the sample. The standard electrode provided is 20mm
systems are available for high and low temperature
Auxiliary electrode kit for the 12962A sample holder
“Hi” Electrode
The liquid sample holder also makes use of guard ring
Insulation
accuracy by reducing “fringing” effects at the edge of
measurements only, other sample holders and
accurate impedance tests of solid materials to be connections
2-terminal
performed at room temperature. The sample holder sample types
solid, liquid and powder
into contact with the sample by adjustment of a Impedance range
1ohm to 100Tohms
The 12962A sample holder is designed to allow electrode diameter
10, 20, 30 and 40mm
consists of two parallel electrodes, one of which is sample thickness
0.2mm to 25.4mm
fixed in position and the other which can be moved sample width and length
≥10mm

Applications

  • Mesure d’impédance de matériaux

Conformités et normes

ISO 9001

Fiche produit HTTSystems

Téléchargez la fiche technique à nos couleurs et coordonnées, ou consultez-la en plein écran.

Demander un devis

La référence HTS-ELEC-0007 est reportée dans votre dossier. Vous complétez le contexte, un ingénieur reprend la suite.

Demander un devis

Parler à un technicien

Une question d'installation, de consommables ou de compatibilité avant de chiffrer ? Nos ingénieurs vous répondent depuis Douala.

Poser la question

À rapprocher de cette fiche

Même famille, ou à défaut même division.

WhatsApp, conversation pré-remplie avec Bonjour HTTSystems, je vous écris depuis votre site.