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ACMAXX Datasheet(PDF) 13 Page - ebm-papst |
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ACMAXX Datasheet(HTML) 13 Page - ebm-papst |
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13 / 192 page ![]() • Read down from this point to obtain the required value for the cooling air flow. The diagram is based on the following formula: 4. Optimum operating range The required fan, however, must also be able to deliver a suitable static pressure increase Δpf, in order to force the cooling air through the device. A fan must therefore be selected that provides the required air flow performance within its optimum operating range (see also the air performance curves under technical data). 5. Fan selection If the requirements of an application are ful- filled by more than one fan, the noise level, space requirements, economy and ambient conditions will assist in making the final choice. V· [m3/h] ≈ 3· Pv [w] ΔT [K] 13 Selecting the correct fan 1. Dissipated energy A large amount of the energy consumed by electrical and electronic devices is converted into heat. In selecting the correct fan, therefore, it is important to determine the dissipated energy that must be remo- ved. The electrical power consumption of the unit to be cooled, often represents a suitable value for this purpose. 2. Permissible temperature rise The air flow which the selected fan is required to generate, is deter- mined by the dissipated energy and the permissible rise ( ΔT) of the cooling air flow (from entry to exit of the device to be cooled). The max. allowable ΔT depends greatly on the temperature sensitivity of the individual device components. ΔT = 5K means e.g. that the avera- ge air flow leaving the device to be cooled may only be 5°C warmer than the ambient temperature (a large volume of air is required for this purpose). A lower air flow rate is sufficient if a higher temperature dif- ference (e.g. ΔT = 20K), can be tolerated. 3. Required cooling air flow • In the below diagram a horizontal line is drawn from the dissipated enery to intersect with the selected ΔT line. 5 10 20 30 40 50 100 200 300 500 Δ t20K Δ t15K Δ t10K Δ t5K m³/h Air Flow 90 m³/h Example : P v = 300 W att Δ t = 10 K 10 20 30 50 100 150 200 300 500 1000 5000 0 1 2 10 20 15 3 4 m³/h CFM 5 25 30 35 Optimum Operating Range 0,4 0,8 1,2 1,6 2,0 |
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