# Model Mathematics

### Component: Per_m

$ddtimePer_m= C1 + S1 ⁢ CC_n A1 a + B1 1.0 + PT_n R1 r + CC_n A1 a + B1 - D1 ⁢ Per_m L1 + Per_m + D0 ⁢ Per_m$

### Component: Per_c

$ddtimePer_c= S2 ⁢ Per_m + V2 ⁢ PT_c - V1 ⁢ Per_c ⁢ Tim_c + D2 ⁢ Dbt_c ⁢ Per_c L2 + Per_c + D0 ⁢ Per_c$

### Component: Tim_m

$ddtimeTim_m= C2 + S3 ⁢ CC_n A2 a + B2 1.0 + PT_n R2 r + CC_n A2 a + B2 - D3 ⁢ Tim_m L3 + Tim_m + D0 ⁢ Tim_m$

### Component: Tim_c

$ddtimeTim_c= S4 ⁢ Tim_m + V2 ⁢ PT_c - V1 ⁢ Per_c ⁢ Tim_c + D4 ⁢ Tim_c L4 + Tim_c + D0 ⁢ Tim_c$

### Component: PT_c

$ddtimePT_c= V1 ⁢ Per_c ⁢ Tim_c + T2 ⁢ PT_n K2 + PT_n - V2 ⁢ PT_c + T1 ⁢ PT_c K1 + PT_c + D5 ⁢ PT_c L5 + PT_c + D0 ⁢ PT_c$

### Component: PT_n

$ddtimePT_n= T1 ⁢ PT_c K1 + PT_c - T2 ⁢ PT_n K2 + PT_n + D6 ⁢ PT_n L6 + PT_n + D0 ⁢ PT_n$

### Component: Clk_m

$ddtimeClk_m= C3 + S5 ⁢ PT_n A3 a + B3 1.0 + CC_n R3 r + PT_n A3 a + B3 - D7 ⁢ Clk_m L7 + Clk_m + D0 ⁢ Clk_m$

### Component: Clk_c

$ddtimeClk_c= S6 ⁢ Clk_m + V4 ⁢ CC_c - V3 ⁢ Clk_c ⁢ Cyc_c + D8 ⁢ Clk_c L8 + Clk_c + D0 ⁢ Clk_c$

### Component: CC_c

$ddtimeCC_c= V3 ⁢ Clk_c ⁢ Cyc_c + T4 ⁢ CC_n K4 + CC_n - V4 ⁢ CC_c + T3 ⁢ CC_c K3 + CC_c + D9 ⁢ CC_c L9 + CC_c + D0 ⁢ CC_c$

### Component: CC_n

$ddtimeCC_n= T3 ⁢ CC_c K3 + CC_c - T4 ⁢ CC_n K4 + CC_n + D10 ⁢ CC_n L10 + CC_n + D0 ⁢ CC_n$

### Component: parameters

Source
Derived from workspace Ueda, Hagiwara, Kitano, 2001 at changeset 09b8be601036.
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