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Structural failure time

Table 7.2 Representative Structural Failure Times H-50 rated firewall Jet Fire 10 Failure Time (minutes) Pool Fire 60... Table 7.2 Representative Structural Failure Times H-50 rated firewall Jet Fire 10 Failure Time (minutes) Pool Fire 60...
The FPL vertical wall furnace used in our study was described in some detail by Brenden and Chamberlain (6). This furnace is normally used to evaluate the fire endurance of wall assemblies. The basic guidelines for the furnace test method are given in the ASTM E-119 standard (5). The method was designed to evaluate the ability of a structure to withstand a standard fire exposure that simulates a fully developed fire. The furnace is gas fired, and its temperature is controlled to follow a standard time-temperature curve. A load may be applied to the assembly. The failure criterion can be taken as time at burnthrough, structural failure, or a specified temperature rise on the unexposed side of the wall—whichever comes first. The construction of the furnace is not specified in the ASTM E-119 standard. [Pg.413]

For series A and C, these times correspond to structural failure. For series B, they correspond to burnthrough. [Pg.416]

Heat release rates from the calibration run and the walls were made using Equations 1 to 13. The fire endurance results will be discussed in another paper. The tests were terminated shortly after structural failure or burnthrough of the wall assembly. The test termination times are given in Table II. [Pg.421]

Steel, aluminum, concrete, and other materials that form part of a process or building frame are subject to structural failure when exposed to fire. Bare metal elements are particularly susceptible to damage. A structural member undergoes any combination of three basic types of stress compression, tension, and shear. The time to failure of the structural member will depend on the amount and type of heat flux (i.e., radiation, convection, or conduction), and the nature of the exposure (one-sided flame impingement, flame immersion, etc.). Cooling effects from suppression systems and effects of passive fire protection will reduce the impact. [Pg.83]

Knowing the heat flux from a fire and temperatures, the time to structural failure can be estimated. A somewhat more detailed approach is to evaluate the heat transfer to the structural element and compare the resulting temperature to critical failure temperatures. Failure of a structural metal element occurs... [Pg.85]

Passive protection can be used to increase the time to structural failure. For example, intumescent mastic coatings of less than 1 inch thickness have been shown to provide up to 4 hours of fire resistance when applied to steel columns. Cementitious materials have been shown to provide 1-4 hours fire resistance for thicknesses of 2.5-6.3 cm (1-2.5 in). For additional information on passive fire protection, see Chapter 7. [Pg.88]

With aflame length of 13.9 m, the jet flame will impinge on the steel structure overhead. Consequently, the steel will see high convective and radiative heat fluxes on the order of 200 kW/m. Since the structure will be exposed to direct flame impingement, the expected failure time would be 3-4 minutes (Table 5-7) or less due to the high heat flux from the jet fire, depending on the type of steel structure and design factor of safety. [Pg.93]

Post-flashover fire models calculate the time-temperature history in a compartment by solving simplified forms of the energy, mass, and species equations. The concentration of various gaseous constituents can be monitored as well as vent flows. Some post-flashover fire models allow mechanical ventilation to be factored in the calculation. These types of models are most useful for determining the time-temperature exposure to a structure for a specific compartment and fuel load. Such time-temperature histories can be used for assessing the possibility of structural failure or fire spread to adjacent compartments. [Pg.417]

Figure 3. Generalized design diagram used for structural ceramics showing minimum failure time os. applied structural load. Each curve represents a differed ratio of the proof test load to the service load. Figure 3. Generalized design diagram used for structural ceramics showing minimum failure time os. applied structural load. Each curve represents a differed ratio of the proof test load to the service load.
Summary. The figurehead has been allowed to disintegrate for an excessive period of time and is in danger of total structural failure. The present location of the object is environmentally unstable and unacceptable as an exhibition chamber. [Pg.349]

The reduction of degradation enhancement due to orientation is better seen when samples are stretched and then the time to fail, under UV radiation, is recorded. The results are shown in Fig. 6 where one should notice the break in scale for the reference (non-oxldlzed) sample. There is a drastic decrease in failure time (F.T.) for low draw ratios 1 < X < 1.7. This can be attributed to stored elastic energy which makes the chemical bonds more reactive toward UV, even at low stress levels. As X increases and the polymer structure becomes more and more oriented, F.T. Increases steeply before reaching a plateau once the orientation process is more or less completed. If we consider that photooxidation is oxygen diffusion controlled (1-5), the orientation effect is to decrease such diffusion by making the structure much more compact so that the degradation will be reduced. [Pg.315]

Raman spectra can be recorded in times as short as several nanoseconds using pulsed laser excitation/gated array detection techniques. This capability is important for the identification of transient species during fast chemical reactions or for characterizing structural failure modes in thin films exposed to heat or intense electromagnetic fields. An existing system... [Pg.162]

Everyone knows the old adage as safe as houses . Even in biblical times referenc was made to the safety of houses built upon good foundations and those buil upon poor foundations as examples of the consequences of good and ba< conduct (Luke 6). It is important that the structural engineer is cognisant of th sensitivity with which the general public reacts to structural failures. [Pg.201]

Conventional structures, such as a bridge or a civil aircraft, are still commonly passive structures. These structures are designed to withstand the maximum expected loads, even in the presence of small cracks that may occur in service, due to corrosion, impacts with external objects or any other reason. The maximum crack size before catastrophic failure can be predicted, and the detectable crack size (of course, much smaller than the critical size), are defined according to the available non-destructive methods also the crack growth by dynamic loads can be predicted. Therefore, the time between inspections can be defined to avoid any incipient but undetected crack to become critical. This is the so called maintenance on schedule , and it has proven to be a very safe method - presently the percentage of aircraft accidents due to structural failure is very low. But the cost of these inspections is high, because they require sophisticated NDl and many labour hours. The cost of maintenance is about a quarter of the total life-cycle costs of an aircraft, similar to the fuel, crew, or acquisition costs. [Pg.331]

Let. 4 denote the top event SBLC failure on demand in the fault tree of Section 2.2, and q the probability (chance) of occurrence of A over a fixed mission time, Tm- The probability (chance) q depends on the logical structure of the fault tree and the probabih-ties (chances) of occurrence of component failures, or basic events S, / = 1,2,..., 22. The probabilities (chances) Pi(Xi) of occurrence of the basic events Bi in the fixed mission time are assumed to be unknown. Here X, is a parameter, possibly vector-valued, of the underlying failure time distribution of component i. In this work, an exponential failure time distribution is assumed for all components in the system, i.e., p(Xi) = -exp — XiTm), and we use = 31 days. [Pg.1668]

In a beyond-design-basis accident, it is assumed that the air-cooled passive decay-heat-cooling system has failed and that significant structural failures (vessel failure, etc.) have occurred. Decay heat continues to heat the reactor core but decreases with time. To avoid the potential for catastrophic accidents (accidents with significant release of radionuclides), the temperature of the fuel must be kept below that of fuel failure by (1) absorption of decay heat in the reactor and silo structure and (2) transfer of decay heat through the silo walls to the environment. For the modular high-temperature gas-cooled reactor (MHTGR), the maximum size of reactor that can withstand this accident without major fuel failure is -600 MW(t). [Pg.78]

Which of the product requirements in this section is most likely to result in a structural failure Of course any of them can or they would not be listed. However, in the author s experience, the most common failures (short of gross design errors) occur due to weakening of the material at elevated temperature, impact failure at low temperature, or creep failure over time. [Pg.613]


See other pages where Structural failure time is mentioned: [Pg.273]    [Pg.274]    [Pg.219]    [Pg.273]    [Pg.274]    [Pg.219]    [Pg.187]    [Pg.997]    [Pg.45]    [Pg.279]    [Pg.202]    [Pg.119]    [Pg.409]    [Pg.156]    [Pg.57]    [Pg.279]    [Pg.295]    [Pg.170]    [Pg.8]    [Pg.397]    [Pg.103]    [Pg.690]    [Pg.346]    [Pg.383]    [Pg.329]    [Pg.258]    [Pg.1183]    [Pg.154]    [Pg.201]    [Pg.30]    [Pg.104]    [Pg.125]    [Pg.670]    [Pg.10]   
See also in sourсe #XX -- [ Pg.273 ]

See also in sourсe #XX -- [ Pg.219 , Pg.219 ]




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