ABB DP840 pulse counter or frequency measurement module 3BSE028926R1

Product name: ABB DP840 pulse counter or frequency measurement module 3BSE028926R1
Product model:DP840
Quantity: stock on hand
Price: electricity
Product documentation: No relevant documentation

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Description

  • DP840 This section contains the settings to configure the percent differential element, including

    all associated harmonic inhibit features. The 745 provides three independent harmonic

    inhibit features: HARMONIC INHIBIT, DP840 which implements an inhibit scheme based on 2nd or

    2nd + 5th harmonic which is ‘in-circuit’ at all times; ENERGIZATION INHIBIT, which allows

    changing the characteristics of the inhibit scheme during energization to improve

    reliability; and 5TH HARM INHIBIT, which implements an inhibit scheme based on 5th

    harmonic only, allowing inhibiting the percent DP840 differential during intentional overexcitation

    of the system.

  • This section contains the settings to configure the percent differential element. The main

    purpose of the percent-slope characteristic of the differential element is to prevent

    maloperation because of unbalances between CTs during external faults. These

    unbalances arise as a result of the following factors:

    • CT ratio mismatch (not a factor, DP840 since the 745 automatically corrects for this

    mismatch)

    • Onload tap changers which result in dynamically changing CT mismatch
    • CT accuracy errors
    • CT saturation

    The basic operating principle of the DP840 percent differential element can be described by the

    following diagram and its associated equations:

  • The basic percent differential operating principle for three-winding transformers is

    illustrated by the following equations:

    (EQ 5.4)

    The basic percent differential operating principle for two-winding transformers is

    illustrated by the following equations:

    (EQ 5.5)

    where

    I restraint = per-phase maximum of the currents after phase, ratio, and zero

    sequence correction;

    I differential = per-phase vector sum of currents after phase, ratio, and zero

    sequence correction

    Note

    In the above equations, the 180° phase DP840 shift due to the wiring connections is taken into

    account, hence the + sign to obtain the differential current.

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