13.11.2014 Views

TR Circular E-C058_9th LRT Conference_2003.pdf - Florida ...

TR Circular E-C058_9th LRT Conference_2003.pdf - Florida ...

TR Circular E-C058_9th LRT Conference_2003.pdf - Florida ...

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

Sarunac and Zeolla 91<br />

S<strong>TR</strong>UCTURAL S<strong>TR</strong>ENGTH OVERVIEW<br />

As the LFE concept has been popular in Europe exclusively, the structural characteristics and<br />

crashworthiness of the LFE need to be reviewed thoroughly to account for the differing design<br />

philosophies between Europe and North America. In North America, traditionally a 2-g load<br />

(two times vehicle ready-to-run weight) has been required, in some cases by law (California<br />

CPUC).<br />

In Europe, the compression strength is typically specified according to the vehicle type,<br />

category, or rail service and not necessarily according to the tare or ready-to-run weight only.<br />

For instance, in Europe, the typical compression strength of an LFE LRV is in the range of<br />

40,000-100,000 lbs; however, the requirements for North American LRVs are in the range of<br />

140,000-200,000 lbs. Caution must be used when comparing requirements for European LRVs<br />

with their North American counterparts, particularly for structures and crashworthiness, because<br />

the operating speeds in North America tend to be higher, even though the classification or label<br />

of “LRV” is used in both regions.<br />

CRASHWORTHINESS—STANDARDS AND INDUS<strong>TR</strong>Y PRACTICE<br />

In the past, the crashworthiness of LRVs was mostly defined by their buff load. A high buff load<br />

was seen as the most straightforward path to ensuring that the vehicle structure did not suffer<br />

large-scale collapse in collision, hence providing protection to passengers. Traditionally a 2-g<br />

buff load has been required for LRVs in locations such as Baltimore, Maryland; San Francisco,<br />

Santa Clara, San Diego, and Los Angeles, California; Denver, Colorado; St. Louis, Missouri;<br />

Pittsburgh, Pennsylvania; and Boston, Massachusetts. The exception is New Jersey, where 1.0 to<br />

1.1 g was specified. The Parsons Brinckerhoff study for NJ Transit’s LRV revealed that the<br />

working team could not determine the technical rationale behind the 2-g buff load. The 1-g<br />

requirement could not be explained convincingly either. Furthermore, specifying a minimum<br />

buff load does not necessarily limit the peak loads and accelerations experienced during a<br />

collision because the collapse load of the structure is often higher than the static buff load.<br />

Today, the industry is considering an alternative approach. The strength-based<br />

crashworthiness approach is augmented with energy-based crashworthiness requirements; the<br />

ultimate goal is to reduce passenger deceleration rates during a collision while controlling the<br />

absorption of collision energy to minimize loss of space in the occupied volume of the vehicle.<br />

The strength-based philosophy is currently the most widely used approach to ensure some<br />

level of rail vehicle crashworthiness. Under this approach, vehicle specifications typically limit<br />

the various strength requirements of the structure. The most significant strength requirement is<br />

the buff strength. Ultimately, the strength requirement does not consider the energy-absorbing<br />

capability of the vehicle structure. If the structure were designed not to crush by utilizing very<br />

high strength, then the load and decelerations would also reach very high values during an<br />

accident. Depending on the design, collision energy might be dissipated as fracture, derailment,<br />

or override—all of which are generally uncontrolled and undesirable outcomes.<br />

The energy-based crashworthiness (or CEM) philosophy is based on providing protection<br />

against one or more specific collision scenarios. These scenarios are used to determine, by<br />

considering the physics of collisions, an estimate of the energy that must be absorbed and the<br />

structural components that must be used to absorb the energy. Selection of specific collision

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!