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Contents Telektronikk - Telenor

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The ElCo about peak-hour concentration<br />

supports the pre-selection of the measurement<br />

hour.<br />

The study object in Helsinki local network<br />

was the Sörnäinen AKE-transit<br />

exchange with its 120 circuit-groups. The<br />

fortnight measuring rounds lasted daily<br />

from 8 a.m. to 10 p.m. in quarter-hours.<br />

The measurements were carried out in<br />

May 1988, totalling 110,000 quarterhours.<br />

The complete study is published in<br />

[7].<br />

The peak loads outside the peak-hour<br />

were classified as mild peaks, having an<br />

intensity less than the peak-hour average<br />

plus basic variations, and as higher<br />

strong peaks. It was seen that<br />

- 32 % of the circuit-groups had no outside<br />

peaks<br />

- mild peaks were found in 34 % and<br />

strong peaks in the 44 % of circuitgroups<br />

during at least one day<br />

- due to the peak quarter-hours aside the<br />

peak-hour, the peak-hours measured<br />

on quarter-hour basis give on average<br />

4.0 % higher intensity than on full<br />

hour basis<br />

- strong peaks were found in 20.3 % of<br />

days on average in last-choice circuitgroups<br />

but 1.5 % in first-choice and<br />

8.25 % of single circuit-groups. This<br />

might be caused more by the tightness<br />

of the dimensioning than by the role of<br />

the circuit-group, but this aspect has<br />

not been studied<br />

- the day’s outside peaks were primarily<br />

not near the peak-hour, as the so-called<br />

side-hour concept supposes. It might<br />

work in that direction on the average<br />

day, which might be the reason why it<br />

is favoured when the peak-hour is<br />

timed on quarter-hour basis on the<br />

average day. It does, however, not help<br />

much with the uselessness of the average<br />

day.<br />

Thus, the ElCo about peak-hour concentration<br />

can be seen to be valid in every<br />

third case only.<br />

8 Comparison of some<br />

measurement routines<br />

Caused by the phenomena described<br />

above, the choice of the measurement<br />

routine influences the produced intensity<br />

values. The measurement routines are<br />

non-continuous, scheduled according to<br />

the expected peak loads, or continuous,<br />

the relevant information about peaks cho-<br />

60 70 80 90 100 110 % TCBH<br />

sen afterwards by data post-processing.<br />

Scheduling concerns the year and/or the<br />

day. The several e.g. fortnight measurement<br />

rounds can be grouped in some way<br />

over the seasons. The measurement periods<br />

of the day define the scheduled routines.<br />

The following measurement routines,<br />

included in the ITU-T (late CCITT) recommendation<br />

E.500, are compared by<br />

their measured intensity values:<br />

- The continuous post-selected peakhour<br />

of the average day TCBH (Time-<br />

Consistent Busy Hour) on quarter-hour<br />

basis. (The name is misleading in<br />

many ways; a better one were Peak-<br />

Hour of the Average Day, PHAD)<br />

- Average of continuously measured<br />

post-selected peak-hours ADPH (Average<br />

of Day’s Peak-Hours) on full hour<br />

basis<br />

- Pre-selected measurement hour FDMH<br />

(Fixed Daily Measurement Hour), the<br />

hour selected earlier by the TCBHroutine<br />

- Peak-hour of the average day’s preselected<br />

measurement hours FDMP<br />

(Fixed Daily Measurement Period).<br />

The study object in Helsinki local network<br />

was the 115 circuit-groups in the<br />

Sörnäinen AKE-transit exchange. The<br />

measured fortnight rounds lasted daily<br />

from 8 a.m. to 10 p.m., in quarter-hours.<br />

The measurements were carried out in<br />

August and November 1985, totalling<br />

nearly 600 kEh per round. The complete<br />

study is published in [6].<br />

When the result of TCBH-routine is used<br />

as reference (= 100 %), the other routines<br />

give values as in Figure 12, describing<br />

averages of the August and November<br />

ADP H/Q<br />

ADP H/F<br />

indiv. FDMP 3h<br />

" FDMH 1h<br />

comm. FDMP 3h<br />

" FDMH 1h<br />

Figure 12 Intensity values, measured in different continuous and noncontinuous routines,<br />

as percentages of the TCBH intensities -o-, with the confidence limits [6]. The<br />

ADPH is presented in two versions, namely measured by quarter-hour /Q or by full<br />

hour /F basis<br />

measurements, and the typical variation<br />

limits (until 2s or 100 %) are given. The<br />

circuit-groups’ intensities are combined<br />

without any weighting. The non-continuous<br />

measurements were scheduled<br />

according to the peak-hour of the earlier<br />

measurement of each individual circuitgroup,<br />

or for the exchange commonly.<br />

The continuous TCBH- and ADPH-routines<br />

give thus very similar results, and the<br />

same dimensioning rules and tables have<br />

been recommended for both of them [2].<br />

But the TCBH is not usable if the day<br />

profiles in the round differ remarkably, as<br />

is the rule e.g. by weekend peaks and lastchoice<br />

overflow circuit-groups. The<br />

scheduled routines can occasionally give<br />

results high enough, but mostly their average<br />

is clearly below the real load, 10 to<br />

20 %. The occasional underestimate can<br />

be up to 20 or 40 %, or even more. There<br />

is no means of identifying afterwards<br />

which ones of the circuit-groups were<br />

underestimated. – In this comparison the<br />

circuit-groups having tight or loose<br />

dimensioning were not distinguished; the<br />

results present their total. Presumably a<br />

loose dimensioning causes more differences<br />

of the intensities, produced by different<br />

routines, than a tight dimensioning.<br />

9 Measurements of<br />

overflow cluster for<br />

optimising<br />

A single circuit-group is dimensioned<br />

according to its service goal. But in the<br />

overflow clusters the aim has not only<br />

service as its goal, but an optimum of the<br />

total cost, covering investments and<br />

usage of all first and last choice circuits<br />

of the cluster. Compared with a radial<br />

network structure, the direct route (e.g.<br />

the first choice circuit-group) causes a<br />

75

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