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Balanced field takeoff is the theoretical principle whereby the critical engine failure recognition speed, or V1, is used as a decision speed at which the pilot elects whether to continue the takeoff. The concept at play is that, by reducing takeoff thrust, all available runway is used in the event of a rejection at or near V1. This practice has been the subject of increased scrutiny as a result of certain recent accidents in the aviation industry. One example is the crash of MK Airlines Flight 1601, a Boeing 747-244SF cargo aircraft that crashed on takeoff killing all seven crew members. As a result, the Transportation Safety Board of Canada issued a formal recommendation to equip transport category aircraft "with a take-off performance monitoring system that would provide flight crews with an accurate and timely indication of inadequate take-off performance." To safely complete a takeoff, the aircraft must reach a speed of V1 prior to any engine failure. However, the probability of engine failure increases with the power setting selected, and it is therefore advantageous to reduce the power setting. Performance charts and flight computers are used to determine a power setting that will allow acceleration to V1 such that there remains enough runway to stop safely in the event of an engine failure prior to V1, or to continue flight in the event of an engine failure subsequent to reaching V1. Landing and Takeoff Performance Monitoring Systems are devices aimed at providing to the pilot information regarding the effectiveness of the balanced field concept, and averting runway overruns that occur in situations not adequately addressed by the balanced field approach. Using the balanced field takeoff concept, V1 is the maximum speed in the takeoff at which the pilot must take the first action (e.g. reduce thrust, apply brakes, deploy speed brakes) to stop the airplane within the accelerate-stop distance and the minimum speed at which the takeoff can be continued and achieve the required height above the takeoff surface within the takeoff distance. Also, Accelerate-Stop Distance: Sec. 25.109 - Accelerate-stop distance. (a) The accelerate-stop distance on a dry runway is the greater of the following distances: (1) The sum of the distances necessary to -- (i) Accelerate the airplane from a standing start with all engines operating to V
(ii) Allow the airplane to accelerate from V
(iii) Come to a full stop on a dry runway from the speed reached as prescribed in paragraph (a)(1)(ii) of this section; plus (iv) A distance equivalent to 2 seconds at the V
(2) The sum of the distances necessary to -- (i) Accelerate the airplane from a standing start with all
engines operating to the highest speed reached during the rejected
takeoff, assuming the pilot takes the first action to reject the
takeoff at the V
(ii) With all engines still operating, come to a full stop on dry runway from the speed reached as prescribed in paragraph (a)(2)(i) of this section; plus (iii) A distance equivalent to 2 seconds at the V
(b) The accelerate-stop distance on a wet runway is the greater of the following distances: (1) The accelerate-stop distance on a dry runway determined in accordance with paragraph (a) of this section; or (2) The accelerate-stop distance determined in accordance with
paragraph (a) of this section, except that the runway is wet and the
corresponding wet runway values of V
(i) The wheel brakes stopping force determined in meeting the requirements of §25.101(i) and paragraph (a) of this section; and (ii) The force resulting from the wet runway braking coefficient of friction determined in accordance with paragraphs (c) or (d) of this section, as applicable, taking into account the distribution of the normal load between braked and unbraked wheels at the most adverse center-of-gravity position approved for takeoff. (c) The wet runway braking coefficient of friction for a smooth wet runway is defined as a curve of friction coefficient versus ground speed and must be computed as follows:
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