BS ISO 16737:2012:2013 Edition
$189.07
Fire safety engineering. Requirements governing algebraic equations. Vent flows
Published By | Publication Date | Number of Pages |
BSI | 2013 | 46 |
1.1 This International Standard specifies requirements for the application of algebraic formula set for the calculation of specific characteristics of vent flows.
1.2 This International Standard is an implementation of the general high-level requirements for the case of fire dynamics calculations involving sets of algebraic formulas.
1.3 This International Standard is arranged in the form of a template, where specific information relevant to algebraic vent flow formulas is provided to satisfy the following types of general requirements:
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description of physical phenomena addressed by the calculation method;
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documentation of the calculation procedure and its scientific basis;
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limitations of the calculation method;
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input parameters for the calculation method;
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domain of applicability of the calculation method.
NOTE Examples of sets of algebraic formulae meeting all the requirements of this International Standard will be provided in separate annexes for each different type of vent flow scenario. Currently, there are two informative annexes containing general information on vent flows and specific algebraic formulas for practical engineering calculations.
PDF Catalog
PDF Pages | PDF Title |
---|---|
6 | Foreword |
7 | Introduction |
9 | 1 Scope 2 Normative references 3 Terms and definitions 4 Requirements governing description of physical phenomena |
10 | 5 Requirements governing documentation 6 Requirements governing limitations 7 Requirements governing input parameters |
11 | 8 Requirements governing domain of applicability |
12 | Annex A (informative) General aspects of vent flows |
15 | Table tab_A.1 |
16 | Table tab_b Figure fig_A.1 |
17 | Table tab_c Figure fig_A.2 |
18 | Table tab_B.1 Annex B (informative) Specific formulas for vent flows meeting requirements of Annex A |
22 | Table tab_e Figure fig_B.1 Table tab_f Figure fig_B.2 |
24 | Table tab_g Figure fig_B.3 |
25 | Table tab_h Figure fig_B.4 |
26 | Table tab_i Figure fig_B.5 |
28 | Table tab_j Figure fig_B.6 |
29 | Table tab_k Figure fig_B.7 |
31 | Table tab_l Figure fig_B.8__a Table tab_m Figure fig_B.8__b |
33 | Table tab_n Figure fig_B.9 |
34 | Table tab_o Figure fig_B.10 |
35 | Table tab_p Figure fig_B.11 |
37 | Table tab_q Figure fig_B.12 |
39 | Table tab_r Figure fig_B.13 |
40 | Table tab_s Figure fig_B.14 |
43 | Reference ref_1 Reference ref_2 Reference ref_3 Reference ref_4 Reference ref_5 Reference ref_6 Reference ref_7 Reference ref_8 Reference ref_9 Reference ref_10 Reference ref_11 Reference ref_12 Reference ref_13 Bibliography |