proposition: Lemma trkrate0 : trkrate (mkBank 0 cond1_0 cond2_0) = 0%R.
proof: Proof. Proof with trivial. unfold trkrate in |- *; replace (r (mkBank 0 cond1_0 cond2_0)) with 0%R... unfold toDeg, tand in |- *; unfold toRad in |- *; repeat rewrite Rmult_0_l; rewrite tan_0; unfold Rdiv in |- *; repeat rewrite Rmult_assoc; repeat rewrite Rmult_0_l; apply Rmult_0_r... Qed.
imports: Reals trajectory_const constants ails_def tau Omega