updated overview
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@@ -38,9 +38,9 @@ As a reference the paper was used (9805244v1.pdf)
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| $U_{\alpha B}^0$ | `U0_AB` | 10.0 | m²/s² | |
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| $U_{\alpha B}^0$ | `U0_AB` | 10.0 | m²/s² | |
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| $R$ | `R` | 0.2 | m | |
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| $R$ | `R` | 0.2 | m | |
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| $c$ | `c` | 0.5 | — | |
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| $c$ | `c` | 0.5 | — | |
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| $\varphi$ | `phi` | 100° | ($2\varphi = 200°$) | |
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| $\varphi$ | `phi` | 45 | degree ($2 \varphi = 90$) | |
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| $\Delta t$ | `delta_t` | 2 | s (look-ahead, used in $b$) ||
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| $\Delta t$ | `delta_t` | 2 | s (look-ahead, used in $b$) ||
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| — | `dt` | 0.01 | s (Euler integration step) | |
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| — | `dt` | 0.2 | s (Euler integration step) | |
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## 2. Formulas
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## 2. Formulas
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@@ -77,10 +77,10 @@ r_{\alpha\beta} = r_\alpha - r_\beta
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$$
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$$
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$$
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$$
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s_\beta = v_\beta^0 \cdot \Delta t
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s_\beta = v_\beta \cdot \Delta t
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$$
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$$
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> **Team convention:** paper writes $s_\beta = v_\beta \Delta t$ (actual speed); we use $v_\beta^0$ (desired speed).
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$$
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$$
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2b = \sqrt{\left(\| r_{\alpha\beta} \| + \| r_{\alpha\beta} - s_\beta \cdot e_\beta \|\right)^2 - s_\beta^2}
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2b = \sqrt{\left(\| r_{\alpha\beta} \| + \| r_{\alpha\beta} - s_\beta \cdot e_\beta \|\right)^2 - s_\beta^2}
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