Unterschiede
Hier werden die Unterschiede zwischen zwei Versionen angezeigt.
| Beide Seiten der vorigen RevisionVorhergehende ÜberarbeitungNächste Überarbeitung | Vorhergehende Überarbeitung | ||
| en:berechnungen:durchsatz [2024/07/21 14:37] – neelest | en:berechnungen:durchsatz [2025/07/03 13:33] (aktuell) – cschall | ||
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| ======Throughput====== | ======Throughput====== | ||
| - | FIXME | + | ===== Throughput Calculation===== |
| - | ===== Throughput ===== | + | If the throughput or dosing time (optional) is specified together with the dosing volume (mandatory) in the process parameters, then the throughput is not calculated. Instead, all subsequent calculations are performed using the specified throughput. |
| - | If the throughput | + | The following section describes |
| - | generally no recalculation of the throughput is conducted but all further calculations | + | |
| - | will be conducted | + | |
| - | As a standard feature, a linear temperature profile beginning at the front edge of the | + | Two melt-dominated throughput models are distinguished: |
| - | hopper $T_G$ / $T_K$ and progressing to the point of the isothermal throughput calculation | + | |
| - | a specified melt temperature is assumed (see also [[en: | + | |
| - | Next, the reference zone is determined; this is the screw zone (no shear or mixing section) with the lowest channel depth. The reference zone is used to determine the average shear rate there. | + | Initial temperature and pressure profiles are assumed prior to the throughput calculation. This is necessary |
| - | The mean shear rate for this section is | + | |
| - | obtained from the circumferential velocity, the screw back speed and the channel | + | |
| - | depth. This shear rate is used to establish the current rheological material data. The | + | |
| - | following approach is adopted here: | + | |
| - | If the flow curve is available in the form of the Carreau data, a tangent is drawn to the | + | For both models, degassing screws form a special case: the throughput |
| - | Carreau curve at the appropriate shear rate and temperature. The power law | + | Additionally, |
| - | parameters | + | |
| - | After these pre-calculations the actual throughput respectively metering time | + | |
| - | calculations are conducted. | + | |
| - | < | + | ==== Melt-Dominated Equivalent Section Model ==== |
| - | The vented screws are an exception here, where the location of the specified melt temperature is already set at the start of the degassing zone. The temperature curve then remains constant. | + | |
| - | With venting extruders the throughput is calculated on the basis of the geometry of | + | |
| - | the first screw stage, where the counterpressure at the venting point is set at 0 bar | + | |
| - | corresponding to the physical conditions. | + | |
| - | For vented screws, the reference zone must be located BEFORE the first degassing zone. | + | |
| - | </ | + | |
| - | In the first step, the total pressure difference (specified back pressure minus hopper pressure) is assumed for all screw zones (excluding shearing and mixing | + | First, a reference section is determined—this is the screw section |
| - | < | + | Based on the screw geometry and the temperature profile, factors for throughput |
| - | At the beginning of the calculation | + | In the first step, the entire pressure difference (specified backpressure minus hopper pressure) |
| - | stage and will be retracted by 0.1* diameter. Thus, the length of the feed section | + | This value is then used to calculate pressure losses across all shear and mixing |
| - | cut by this amount and a new temperature profile is assigned | + | With this pressure gradient, an iterative process is used to determine the throughput, which in turn affects |
| - | The characteristic values of the throughput equation are determined for the screw | + | Additionally, this iterative process can take into account a throughput-dependent backpressure (see [[en: |
| - | stage and the throughput is calculated | + | |
| - | barrel the proportion between the screw back speed and the melt conveyed | + | |
| - | screw vestibule enables the determination | + | |
| - | metering time of 0.1 d for the shortening of the effective screw length can be | + | |
| - | obtained by dividing the screw shift through the determined screw back speed. | + | |
| - | In order to determine the entire metering time the single times for the metering path | + | |
| - | divided into 0.1 D steps are added up. Besides the metering time the throughput for | + | |
| - | the calculation point is defined, which is the basis for further calculations for this | + | |
| - | screw stage. | + | |
| - | </ | + | |
| - | The prerequisite for the throughput calculation is: | + | ==== Melt-Dominated Interval-Based Model ==== |
| - | * a defined screw geometry that begins with a [[en: | + | |
| - | * a defined [[en: | + | |
| - | * the [[en: | + | |
| - | * the [[en: | + | |
| - | * The [[en: | + | |
| - | * The [[en: | + | |
| + | The interval-based model does not require a reference section. | ||
| + | Unlike the equivalent Section model, no global geometry-based factors are used. Instead, local screw geometry, temperature, | ||
| + | |||
| + | This is done using a generalized regression equation, which calculates the pressure loss for a given throughput based on local screw geometry and viscosity. | ||
| + | Because the throughput remains constant along the entire screw, a specific throughput is assumed, and the pressure loss across each calculation interval is computed to determine the overall pressure drop across the screw. | ||
| + | The calculated total pressure difference is compared with the target pressure difference, and an iterative solution is performed to find the throughput at which both the inlet and outlet pressures match their target values. | ||
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| + | ===Further topics=== | ||
| + | * [[en: | ||
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