Data series · Chapter 10

Scenario 4 — Draining

Outflow via Y3, calculated 96.1 s. Measurement: 95.4 s to 1 l, 96.2 s to empty, temperature drift 0 K.

Scenario
4 Draining
Expectation (criterion)
hand calculation 96.1 s
Measurement
95.4 s to 1 l, 96.2 s to empty; temperature drift 0 K
Result
passed
Rows
2,200
Time range
0.05–110.00 s
Time step
Δt = 0.05 s
Columns
9

Time series

Each quantity has its own axis and unit in its own panel; all share the time axis. The sensor bits appear as step lines. Clicking the legend shows or hides a quantity.

Time series of the measurement

Building the chart …

Quantities (click to show or hide)

    Controls: ← → move cursor (with ⇧ ten times) · Pos1 Ende to the edge · + − zoom · Bild↑ Bild↓ pan · 0 full series · Esc remove cursor. Drag a region with the mouse to zoom in. Values at the cursor belong to the nearest plotted data point; when zoomed far out the chart shows the minimum and maximum per pixel bucket so that single peaks stay visible. Exact values: zoom in or use the tables.

    Column description

    Name and unit come from the header row of the CSV file; the meaning follows the heated-tank model (chapter 8) and the recording (chapter 10).

    Columns of the series — Scenario 4 — Draining
    No.Column (CSV header) UnitTypeMeaning
    1 Zeit (s) s Time axis Time stamp of the row (model time); one row per calculation step of Δt = 0.05 s.
    2 Füllstand (l) l Process variable Water level in the tank (tank volume 0.5 m³ = 500 l).
    3 Temperatur (°C) °C Process variable Water temperature, calculated from energy and water mass.
    4 Druck (bar) bar Process variable Pressure in the head space (steam and air, partial pressures added).
    5 Heizleistung (W) W Process variable Currently effective heating power (PT1 lag, τ = 12 s, up to 150 kW).
    6 B1 Füllstand max — Sensor bit (0/1) Upper level sensor: 1 from 450 l, otherwise 0.
    7 B2 Füllstand min — Sensor bit (0/1) Lower level sensor: 1 at 50 l or less, otherwise 0.
    8 B3 Temperatur ≥95 °C — Sensor bit (0/1) Temperature sensor: 1 from 95 °C, otherwise 0.
    9 B4 Druck ≥2,8 bar — Sensor bit (0/1) Pressure sensor: 1 from 2.8 bar, otherwise 0.

    Statistics of the series

    All figures are computed from the rows of the CSV file (over the whole series, without smoothing) and describe this single run only. They make no statement about a real tank.

    2,200Rows (calculation steps)
    110.00stime covered
    0.05sTime step Δt
    8recorded quantities
    Statistics per process variable — Scenario 4 — Draining
    QuantityUnit CountMinimum MaximumMean First valueLast value
    Füllstand l 2,200 0.00t = 96.20 s 449.62t = 0.05 s 141.497 449.62 0.00
    Temperatur °C 2,200 0.000t = 96.20 s 16.131t = 0.05 s 14.1000 16.131 0.000
    Druck bar 2,200 0.0constant 0.0 0.00 0.0 0.0
    Heizleistung W 2,200 0.0constant 0.0 0.00 0.0 0.0

    Below each extreme value is the time of the first row with that value. The mean is the simple mean over all rows (equal time steps).

    Sensor bits: switching times — Scenario 4 — Draining
    Sensor bit Rows with 1 Share first 1 at then 0 again at Changes
    B1 Füllstand max 0 0.000 % — — 0
    B2 Füllstand min 815 37.045 % 69.30 s — 1
    B3 Temperatur ≥95 °C 0 0.000 % — — 0
    B4 Druck ≥2,8 bar 0 0.000 % — — 0

    1 means the sensor is active (threshold reached), 0 not active (chapter 8). “Changes” counts the rows in which the value differs from the previous row.

    Values

    All rows of the CSV file, unchanged, 100 rows per page. Search and sorting run on the server; you can jump to a row or a time. “No.” is a running row number and not part of the CSV.

    701–800 of 2,200 rows Download CSV
    Values — Scenario 4 — Draining
    No. Zeit (s) Füllstand (l) Temperatur (°C) Druck (bar) Heizleistung (W) B1 Füllstand max B2 Füllstand min B3 Temperatur ≥95 °C B4 Druck ≥2,8 bar
    701 35.05197.6616.1310.00.00000
    702 35.1197.3816.1310.00.00000
    703 35.15197.0916.1310.00.00000
    704 35.2196.816.1310.00.00000
    705 35.25196.5216.1310.00.00000
    706 35.3196.2316.1310.00.00000
    707 35.35195.9416.1310.00.00000
    708 35.4195.6616.1310.00.00000
    709 35.45195.3716.1310.00.00000
    710 35.5195.0916.1310.00.00000
    711 35.55194.816.1310.00.00000
    712 35.6194.5216.1310.00.00000
    713 35.65194.2316.1310.00.00000
    714 35.7193.9516.1310.00.00000
    715 35.75193.6616.1310.00.00000
    716 35.8193.3816.1310.00.00000
    717 35.85193.116.1310.00.00000
    718 35.9192.8116.1310.00.00000
    719 35.95192.5316.1310.00.00000
    720 36.0192.2516.1310.00.00000
    721 36.05191.9616.1310.00.00000
    722 36.1191.6816.1310.00.00000
    723 36.15191.416.1310.00.00000
    724 36.2191.1216.1310.00.00000
    725 36.25190.8316.1310.00.00000
    726 36.3190.5516.1310.00.00000
    727 36.35190.2716.1310.00.00000
    728 36.4189.9916.1310.00.00000
    729 36.45189.7116.1310.00.00000
    730 36.5189.4316.1310.00.00000
    731 36.55189.1516.1310.00.00000
    732 36.6188.8616.1310.00.00000
    733 36.65188.5816.1310.00.00000
    734 36.7188.316.1310.00.00000
    735 36.75188.0216.1310.00.00000
    736 36.8187.7416.1310.00.00000
    737 36.85187.4616.1310.00.00000
    738 36.9187.1816.1310.00.00000
    739 36.95186.9116.1310.00.00000
    740 37.0186.6316.1310.00.00000
    741 37.05186.3516.1310.00.00000
    742 37.1186.0716.1310.00.00000
    743 37.15185.7916.1310.00.00000
    744 37.2185.5116.1310.00.00000
    745 37.25185.2316.1310.00.00000
    746 37.3184.9616.1310.00.00000
    747 37.35184.6816.1310.00.00000
    748 37.4184.416.1310.00.00000
    749 37.45184.1216.1310.00.00000
    750 37.5183.8516.1310.00.00000
    751 37.55183.5716.1310.00.00000
    752 37.6183.2916.1310.00.00000
    753 37.65183.0216.1310.00.00000
    754 37.7182.7416.1310.00.00000
    755 37.75182.4716.1310.00.00000
    756 37.8182.1916.1310.00.00000
    757 37.85181.9216.1310.00.00000
    758 37.9181.6416.1310.00.00000
    759 37.95181.3616.1310.00.00000
    760 38.0181.0916.1310.00.00000
    761 38.05180.8216.1310.00.00000
    762 38.1180.5416.1310.00.00000
    763 38.15180.2716.1310.00.00000
    764 38.2179.9916.1310.00.00000
    765 38.25179.7216.1310.00.00000
    766 38.3179.4516.1310.00.00000
    767 38.35179.1716.1310.00.00000
    768 38.4178.916.1310.00.00000
    769 38.45178.6316.1310.00.00000
    770 38.5178.3516.1310.00.00000
    771 38.55178.0816.1310.00.00000
    772 38.6177.8116.1310.00.00000
    773 38.65177.5416.1310.00.00000
    774 38.7177.2616.1310.00.00000
    775 38.75176.9916.1310.00.00000
    776 38.8176.7216.1310.00.00000
    777 38.85176.4516.1310.00.00000
    778 38.9176.1816.1310.00.00000
    779 38.95175.9116.1310.00.00000
    780 39.0175.6416.1310.00.00000
    781 39.05175.3716.1310.00.00000
    782 39.1175.116.1310.00.00000
    783 39.15174.8316.1310.00.00000
    784 39.2174.5616.1310.00.00000
    785 39.25174.2916.1310.00.00000
    786 39.3174.0216.1310.00.00000
    787 39.35173.7516.1310.00.00000
    788 39.4173.4816.1310.00.00000
    789 39.45173.2116.1310.00.00000
    790 39.5172.9416.1310.00.00000
    791 39.55172.6716.1310.00.00000
    792 39.6172.4116.1310.00.00000
    793 39.65172.1416.1310.00.00000
    794 39.7171.8716.1310.00.00000
    795 39.75171.616.1310.00.00000
    796 39.8171.3316.1310.00.00000
    797 39.85171.0716.1310.00.00000
    798 39.9170.816.1310.00.00000
    799 39.95170.5316.1310.00.00000
    800 40.0170.2716.1310.00.00000

    Source and citation

    Data source: Own measurement series, recorded on the model function compute_step (step size Δt = 0.05 s) according to the test log of the bachelor thesis (2026); set-up and evaluation see Chapter 10 — Five test scenarios.

    How to cite

    Kotsch, A. H. (2026): Dataset „Scenario 4 — Draining“ (2,200 rows, time 0.05–110.00 s). Supplement to the bachelor thesis „Digital twins for PLC-coupled laboratory systems“, Duale Hochschule Sachsen — Studienakademie Glauchau. https://thesis.kotsch.tech/daten/szenario-4-entleeren (accessed 2026-11-14).

    Limits of this data
    • Classification (chapter 10): The hand calculation gives 96.1 s and lies between the two measuring points; up to “empty” the difference is 0.1 s, i.e. two calculation steps.
    • The expected values come from hand calculation and the analytical solution with the parameters of the model; agreement shows the correct implementation, not the accuracy compared with a real tank. Each scenario covers a single run with fixed boundary conditions. (Chapter 10)
    • Without measurement data from a real tank, validation is limited to internal consistency. (Chapter 11)

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