σι Equation 1 → σ = -— * - * Equation 2 → ở = h + ((1 − g) + [l3x3] + 2[6] + 2007) tw Using equation 1 and equation 2, derive the mapping between ở and its shadow counterpart σs which is in equation 3. HINT: start with the kinematic differential equation of the MRP in equations 1 and 2. Equation 3 ¿ ³ = + 02 2 * σ (1+0²) +00¹w *
σι Equation 1 → σ = -— * - * Equation 2 → ở = h + ((1 − g) + [l3x3] + 2[6] + 2007) tw Using equation 1 and equation 2, derive the mapping between ở and its shadow counterpart σs which is in equation 3. HINT: start with the kinematic differential equation of the MRP in equations 1 and 2. Equation 3 ¿ ³ = + 02 2 * σ (1+0²) +00¹w *
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![σι
Equation 1 → σ = -—
*
-
*
Equation 2 → ở = h + ((1 − g) + [l3x3] + 2[6] + 2007) tw
Using equation 1 and equation 2, derive the mapping between ở and its shadow
counterpart σs which is in equation 3. HINT: start with the kinematic differential equation of
the MRP in equations 1 and 2.
Equation 3 ¿ ³ =
+
02 2
*
σ
(1+0²) +00¹w
*](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa19a6abe-3b19-4c4d-aaff-322af5c5797a%2Faf7d6d10-a8a6-4f53-9949-08d07e47beed%2Fih2oyot_processed.png&w=3840&q=75)
Transcribed Image Text:σι
Equation 1 → σ = -—
*
-
*
Equation 2 → ở = h + ((1 − g) + [l3x3] + 2[6] + 2007) tw
Using equation 1 and equation 2, derive the mapping between ở and its shadow
counterpart σs which is in equation 3. HINT: start with the kinematic differential equation of
the MRP in equations 1 and 2.
Equation 3 ¿ ³ =
+
02 2
*
σ
(1+0²) +00¹w
*
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