Represents a cycle of single phase power frequency-domain data.
        public void PushDataTo(CycleDataSet cycleDataSet)
        {
            CycleData cycleData;
            Cycle[] cycles;
            CycleDataGroup[] cycleDataGroups;

            cycleDataGroups = new CycleDataGroup[] { VA, VB, VC, IA, IB, IC };
            cycles = new Cycle[cycleDataGroups.Length];

            for (int i = 0; i < VA.ToDataGroup().Samples; i++)
            {
                cycleData = new CycleData();

                cycles[0] = cycleData.AN.V;
                cycles[1] = cycleData.BN.V;
                cycles[2] = cycleData.CN.V;
                cycles[3] = cycleData.AN.I;
                cycles[4] = cycleData.BN.I;
                cycles[5] = cycleData.CN.I;

                for (int j = 0; j < cycles.Length; j++)
                {
                    cycles[j].RMS = cycleDataGroups[j].RMS[i].Value;
                    cycles[j].Phase = cycleDataGroups[j].Phase[i].Value;
                    cycles[j].Peak = cycleDataGroups[j].Peak[i].Value;
                    cycles[j].Error = cycleDataGroups[j].Error[i].Value;
                }

                cycleDataSet[i] = cycleData;
            }
        }
Exemple #2
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        /// <summary>
        /// Calculates the positive, negative, and zero sequence components
        /// and returns them in an array with indexes 1, 2, and 0 respectively.
        /// </summary>
        /// <param name="anCycle">The cycle of A-to-neutral data to be used.</param>
        /// <param name="bnCycle">The cycle of B-to-neutral data to be used.</param>
        /// <param name="cnCycle">The cycle of C-to-neutral data to be used.</param>
        /// <returns>An array of size 3 containing the zero sequence, positive sequence, and negative sequence components in that order.</returns>
        public static ComplexNumber[] CalculateSequenceComponents(Cycle anCycle, Cycle bnCycle, Cycle cnCycle)
        {
            ComplexNumber an = anCycle.Complex;
            ComplexNumber bn = bnCycle.Complex;
            ComplexNumber cn = cnCycle.Complex;

            ComplexNumber[] sequenceComponents = new ComplexNumber[3];

            sequenceComponents[0] = (an + bn + cn) / 3.0D;
            sequenceComponents[1] = (an + a * bn + aSq * cn) / 3.0D;
            sequenceComponents[2] = (an + aSq * bn + a * cn) / 3.0D;

            return(sequenceComponents);
        }
Exemple #3
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 // Converts the cycle to CSV data.
 private static string ToCSV(Cycle cycle)
 {
     return(string.Format("{0},{1},{2}", cycle.RMS, cycle.Phase.ToDegrees(), cycle.Peak));
 }
        /// <summary>
        /// Calculates the positive, negative, and zero sequence components
        /// and returns them in an array with indexes 1, 2, and 0 respectively.
        /// </summary>
        /// <param name="anCycle">The cycle of A-to-neutral data to be used.</param>
        /// <param name="bnCycle">The cycle of B-to-neutral data to be used.</param>
        /// <param name="cnCycle">The cycle of C-to-neutral data to be used.</param>
        /// <returns>An array of size 3 containing the zero sequence, positive sequence, and negative sequence components in that order.</returns>
        public static ComplexNumber[] CalculateSequenceComponents(Cycle anCycle, Cycle bnCycle, Cycle cnCycle)
        {
            ComplexNumber an = anCycle.Complex;
            ComplexNumber bn = bnCycle.Complex;
            ComplexNumber cn = cnCycle.Complex;

            ComplexNumber[] sequenceComponents = new ComplexNumber[3];

            sequenceComponents[0] = (an + bn + cn) / 3.0D;
            sequenceComponents[1] = (an + a * bn + aSq * cn) / 3.0D;
            sequenceComponents[2] = (an + aSq * bn + a * cn) / 3.0D;

            return sequenceComponents;
        }