Diversity factor: Difference between revisions

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#REDIRECT [[Estimation of actual maximum kVA demand#Diversity factor - Coincidence factor (ks)]]
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The term diversity factor, as defined in IEC&nbsp;standards, is identical to the factor of simultaneity (ks) used in this guide.In some English-speaking countries however (at the time of writing) diversity factor is the inverse of ks i.e. it&nbsp;is always ≥ 1. <br>
 
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[[Image:Fig-A14.jpg]] 
 
'''''Fig A14:'''''<i>&nbsp;An example in estimating the maximum predicted loading of an installation (the factor values used are for demonstration purposes only)</i> <br>
 
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==== <br>Choice of transformer rating<br> ====
 
When an installation is to be supplied directly from a MV/LV transformer and the maximum apparent-power loading of the installation has been determined, a suitable rating for the transformer can be decided, taking into account the following considerations '''(see&nbsp;Fig. A15):'''
 
*The possibility of improving the power factor of the installation (see chapter L)
*Anticipated extensions to the installation
*Installation constraints (e.g. temperature)
*Standard transformer ratings
 
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{| cellspacing="1" cellpadding="1" width="396" align="left" border="1"
|-
| bgcolor="#0099cc" rowspan="2" |
'''Apparent power kVA'''&nbsp;
 
| bgcolor="#0099cc" colspan="2" | '''In (A)'''
|-
| bgcolor="#0099cc" | '''237 V'''
| bgcolor="#0099cc" | '''410 V'''
|-
| 100
| 244
| 141
|-
| 160
| 390
| 225
|-
| 250
| 609
| 352
|-
| 315
| 767
| 444
|-
| 400
| 974
| 563
|-
| 500
| 1218
| 704
|-
| 630
| 1535
| 887
|-
| 800
| 1939
| 1127
|-
| 1000
| 2436
| 1408
|-
| 1250
| 3045
| 1760
|-
| 1600
| 3898
| 2253
|-
| 2000
| 4872
| 2816
|-
| 2500
| 6090
| 3520
|-
| 3150
| 7673
| 4436
|}
 
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'''''Fig. A15'''''<i>: Standard apparent powers for MV/LV transformers and related nominal output currents</i>
 
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The nominal full-load current In on the LV side of a 3-phase transformer is given by:
 
<math>\mbox{In}=\frac{\mbox{Pa}\times10^3}{\mbox{U}\sqrt3}</math>
 
*Pa = kVA rating of the transformer
*U = phase-to-phase voltage at no-load in volts (237&nbsp;V or 410&nbsp;V)  
*In is in amperes.
 
For a single-phase transformer:
 
<math>\mbox{In}=\frac{\mbox{Pa}\times10^3}{\mbox{V}}</math> <br>where
 
*V = voltage between LV terminals at no-load (in volts)
 
Simplified equation for 400 V (3-phase load)
 
*In = kVA x 1.4
*The IEC standard for power transformers is IEC&nbsp;60076.
 
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Latest revision as of 08:31, 25 November 2014

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