V1 means the maximum speed in the take-off at which the pilot must take the first action to stop the aeroplane within the accelerate-stop distance. V1 also means the minimum speed in the take-off, following a failure of the critical engine at VEF, at which the pilot can continue the take-off and achieve the required height above the take-off surface within the take-off distance;
V1 means take-off decision speed; “Vmo” means maximum operating speed;
V1 means solo motorcycles, registered disabled vehicles, motor cars, quad bikes and motorcycle combinations.
Examples of V1 in a sentence
Subject to compliance as per (ii) above with respect to minimum value of single contract for each lot, total number of contracts is equal or less than N1 + N2 + N3 +--but the total value of all such contracts is equal or more than N1 x V1 + N2 x V2 + N3 x V3 +---.
V.1. Review ProcessThe Bureau will review all proposals for technical eligibility.
V-1 This summary aims to give you an overview of the information contained in this prospectus.
V.1. Use of Reference Toxicity Testing Reference toxicity test results and applicable control charts must be included in the toxicity testing report.
V.1. Test Acceptability Criteria If a test does not meet TAC the test must be repeated with fresh samples within 30 days of the initial test completion date.
More Definitions of V1
V1 means solo motorcycles, motorcars, quad bikes and motorcycle combinations.
V1 means the maximum speed in the take-off at which the pilot must take the first action (e.g. apply brakes, reduce thrust, deploy speed brakes) to stop the aeroplane within the
V1 means a group of students identified as verification group 1 or VI by the U.S. Department of Education for purposes of financial aid eligibility verification.
V1 means the maximum speed in the take-off at which the pilot must take the first action to stop the aeroplane within the accelerate-stop distance. V1 also means the
V1 means a take-off decision speed; “VFR” means Visual Flight Rules;
V1. ~vs be the vertexes of K. Each pair of vertexes ~vi; ~vj, i < j that span an edge of skel1(K) T de ne a generator gij. Each 2-simplex with vertexes ~vi; ~vj; ~vk, i < j < k de nes a relation gij Æ gjk = gik. The group generated by these generators and relations is isomorphic to the edge group E(K; ~x0) (and hence isomorphic to the funda- mental group). The isomorphism sends each generator gij to an edge loop constructed by concatenating the following paths: (1) from ~x0 to vi along the tree, (2) the edge vivj, and (3) the edge back from vj to ~x0 along the tree. In particular, the fundamental group of a nite complex is nitely generated. ij Let S2 = (~s0; ~s1; ~s2) be a 2-simplex, S1 its face (~si; ~sj), S2 the complex consisting of all faces of S2 (including S2), and S_1 the boundary complex consisting of all proper faces of S2 (not including S2). We can treat a loop as a continuous map : jS_1j ! jKj: We will use the following lemma. Lemma 3.4 ([40, 1.3.12,p.27]) Let : jS_1j ! jKj be a loop. The follow- ing two conditions are equivalent:
V1 means take-off decision speed;