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CIM Issues #4917

Documenation of LoadResponseCharacteristic exponents Sugg

Added by Herbert Falk about 3 years ago. Updated over 1 year ago.

Status:
Closed
Priority:
High
Author/Contact Info:
K. Demaree
Base Release:
CIM17
Solution to be Applied To:
CIM18v04
Solution Version:
CIM18v04
Solution Applied By:
Chavdar Ivanov
Completion Date:
02/19/2023
CIM Keywords:
Breaking Change:
No
Breaking Change Description:
CIM Impacted Groups:
WG13
Requestor:
Standard(s):
Version:
Clause:
Sub-Clause:
Paragraph:
Table:
Originally Closed in Version:
Origination Date:
03/05/2009
Origination ID:
1211
Originally Assigned To:

Description

Documenation of LoadResponseCharacteristic exponents
Suggest improvement to documenation of LoadResponseCharacteristic.pVoltageExpoent on its intended usage and mathematical equation.

Voltage exponents are only used if the LoadResponseCharacteristic.exponentModel is "true". If so, then the voltage exponents are specified and used to compute load as cim:SvFlow.p = Pnominal * (cim:SvVoltage.v/cim:BaseVoltage.nominalVoltage)**cim:LoadResponseCharacteristic.voltageExponent

where:
  • is "raised to power of"
    cim:SvFlow object is the flow at the terminal of the EnergyConsumer (See CIM definition)
    cim:LoadResponseCharacterisitic is from EnergyConsumer.LoadResponseCharacteristic
    cim:SvVoltage is from the connected TopologicicalNode
  • is "multiply"
    / is divide

I think that Pnominal should correspond to an EnergyConsumer attribute, but I don't know which one, possible pFixed? Note UCTE profile does not exchange the nominal value, just the solved value.

Simlar description needed for qVoltageExponent, pFrequencyExponent, and qFrequencyExponent

SvFlow.p = pNominal * (frequency/(nominal frequency))**pFrequencyExponent

Note that both voltage and frequency exponents could be used together so the full equation would be:

SvFlow.p = Pnominal * (voltage/(base voltage))**pVoltageExponent * (frequency/(base frequency))**pFrequencyExponent

I think all these calculations flow from the basic definitions, but documenting how they work together make is much clearer. We could even do this in a diagram instead of as documentation on the attributes themselves.


Proposed Solution

WG 13 to discuss if we are changing the description to include the part below. All the rest seems covered.

The following text should be added to the class comments of the LoadResponseCharacteristic class. The following text should be append at the end of existing comments:

SvFlow.p = pNominal * (frequency/(nominal frequency))**pFrequencyExponent

Note that both voltage and frequency exponents could be used together so the full equation would be:

SvFlow.p = pNominal * (voltage/(base voltage))**pVoltageExponent * (frequency/(base frequency))**pFrequencyExponent

This equation covers calculation of SvFlow.p

Note, the voltage and frequency expressed in the equation are values obtained from solved power flow. Base voltage and base frequency are those derived from the connectivity of the static network model.


Decision

Reviewed on 17-Feb-2023 in Richland in-person. The text of the proposed solution was updated slightly and the decision was made to add in CIM18v04


Release Notes

The description of LoadResponseCharacteristic was updated with

pInjection = Pnominal* (Frequency/(Nominal frequency))**cim:LoadResponseCharacteristic.pFrequencyExponent
qInjection = Qnominal* (Frequency/(Nominal frequency))**cim:LoadResponseCharacteristic.qFrequencyExponent

Note that both voltage and frequency exponents could be used together so the full equation would be:
pInjection = Pnominal* (Voltage/(cim:BaseVoltage.nominalVoltage))**cim:LoadResponseCharacteristic.pVoltageExponent * (Frequency/(base frequency))**cim:LoadResponseCharacteristic.pFrequencyExponent
qInjection = Qnominal* (Voltage/(cim:BaseVoltage.nominalVoltage))**cim:LoadResponseCharacteristic.qVoltageExponent * (Frequency/(base frequency))**cim:LoadResponseCharacteristic.qFrequencyExponent

The voltage and frequency expressed in the equation are values obtained from solved power flow. Base voltage and base frequency are those derived from the connectivity of the static network model.

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