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tests / 03 testsuite-gcc 3/3 / simulation_modelica_NBackend_functions.builtin_functions.mos (from (result.xml))

Failing for the past 53 builds (Since #34 )
Took 5 sec.

Stacktrace

Output mismatch (see stdout for details)

Standard Output

 + builtin_functions                                                                 ... equation mismatch [time: 5]

==== Log /tmp/omc-rtest-unknown/simulation/modelica/NBackend/functions/builtin_functions.mos_temp4882/log-builtin_functions.mos
true
""
true
""
#################################################

[symjacdump] Creating symbolic Jacobians:

#################################################

===========================
CONTINUOUS 1 ODE System
===========================

--- Alias of INI[1 | 2] ---
BLOCK 1: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real y
### Equation:
[SCAL] (1) y = abs(x[2]) ($RES_$AUX_29)

--- Alias of INI[1 | 17] ---
BLOCK 2: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_9
### Equation:
[SCAL] (1) $FUN_9 = sinh(y) ($RES_$AUX_21)

--- Alias of INI[1 | 15] ---
BLOCK 3: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_8
### Equation:
[SCAL] (1) $FUN_8 = atan(y) ($RES_$AUX_22)

--- Alias of INI[1 | 13] ---
BLOCK 4: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_7
### Equation:
[SCAL] (1) $FUN_7 = acos(y) ($RES_$AUX_23)

--- Alias of INI[1 | 11] ---
BLOCK 5: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_6
### Equation:
[SCAL] (1) $FUN_6 = asin(y) ($RES_$AUX_24)

--- Alias of INI[1 | 9] ---
BLOCK 6: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_5
### Equation:
[SCAL] (1) $FUN_5 = tan(y) ($RES_$AUX_25)

--- Alias of INI[1 | 7] ---
BLOCK 7: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_4
### Equation:
[SCAL] (1) $FUN_4 = cos(y) ($RES_$AUX_26)

--- Alias of INI[1 | 5] ---
BLOCK 8: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_3
### Equation:
[SCAL] (1) $FUN_3 = sin(y) ($RES_$AUX_27)

--- Alias of INI[1 | 3] ---
BLOCK 9: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $FUN_2
### Equation:
[SCAL] (1) $FUN_2 = sqrt(y) ($RES_$AUX_28)

--- Alias of INI[1 | 29] ---
BLOCK 10: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $FUN_15
### Equation:
[SCAL] (1) $FUN_15 = atan2(y, x[1]) ($RES_$AUX_15)

--- Alias of INI[1 | 27] ---
BLOCK 11: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $FUN_14
### Equation:
[SCAL] (1) $FUN_14 = log10(1.0 + y) ($RES_$AUX_16)

--- Alias of INI[1 | 4] ---
BLOCK 12: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[1]
### Equation:
[SCAL] (1) $DER.x[1] = $FUN_2 ($RES_SIM_13)
 slice: {}

--- Alias of INI[1 | 6] ---
BLOCK 13: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[2]
### Equation:
[SCAL] (1) $DER.x[2] = $FUN_3 ($RES_SIM_12)
 slice: {}

--- Alias of INI[1 | 8] ---
BLOCK 14: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[3]
### Equation:
[SCAL] (1) $DER.x[3] = $FUN_4 ($RES_SIM_11)
 slice: {}

--- Alias of INI[1 | 10] ---
BLOCK 15: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[4]
### Equation:
[SCAL] (1) $DER.x[4] = $FUN_5 ($RES_SIM_10)
 slice: {}

--- Alias of INI[1 | 12] ---
BLOCK 16: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[5]
### Equation:
[SCAL] (1) $DER.x[5] = $FUN_6 ($RES_SIM_9)
 slice: {}

--- Alias of INI[1 | 14] ---
BLOCK 17: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[6]
### Equation:
[SCAL] (1) $DER.x[6] = $FUN_7 ($RES_SIM_8)
 slice: {}

--- Alias of INI[1 | 16] ---
BLOCK 18: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[7]
### Equation:
[SCAL] (1) $DER.x[7] = $FUN_8 ($RES_SIM_7)
 slice: {}

--- Alias of INI[1 | 18] ---
BLOCK 19: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[8]
### Equation:
[SCAL] (1) $DER.x[8] = $FUN_9 ($RES_SIM_6)
 slice: {}

--- Alias of INI[1 | 19] ---
BLOCK 20: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $FUN_10
### Equation:
[SCAL] (1) $FUN_10 = cosh(y) ($RES_$AUX_20)

--- Alias of INI[1 | 20] ---
BLOCK 21: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[9]
### Equation:
[SCAL] (1) $DER.x[9] = $FUN_10 ($RES_SIM_5)
 slice: {}

--- Alias of INI[1 | 21] ---
BLOCK 22: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $FUN_11
### Equation:
[SCAL] (1) $FUN_11 = tanh(y) ($RES_$AUX_19)

--- Alias of INI[1 | 22] ---
BLOCK 23: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[10]
### Equation:
[SCAL] (1) $DER.x[10] = $FUN_11 ($RES_SIM_4)
 slice: {}

--- Alias of INI[1 | 23] ---
BLOCK 24: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $FUN_12
### Equation:
[SCAL] (1) $FUN_12 = exp(y) ($RES_$AUX_18)

--- Alias of INI[1 | 24] ---
BLOCK 25: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[11]
### Equation:
[SCAL] (1) $DER.x[11] = $FUN_12 ($RES_SIM_3)
 slice: {}

--- Alias of INI[1 | 25] ---
BLOCK 26: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $FUN_13
### Equation:
[SCAL] (1) $FUN_13 = log(1.0 + y) ($RES_$AUX_17)

--- Alias of INI[1 | 26] ---
BLOCK 27: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[12]
### Equation:
[SCAL] (1) $DER.x[12] = $FUN_13 ($RES_SIM_2)
 slice: {}

--- Alias of INI[1 | 28] ---
BLOCK 28: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[13]
### Equation:
[SCAL] (1) $DER.x[13] = $FUN_14 ($RES_SIM_1)
 slice: {}

--- Alias of INI[1 | 30] ---
BLOCK 29: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$DER.x[14]
### Equation:
[SCAL] (1) $DER.x[14] = $FUN_15 ($RES_SIM_0)
 slice: {}

###################################

[ODE] Jacobian ODE_JAC: SIM

###################################

Partial Derivative Variables (16/29)
**************************************
(1)       [JVAR] (14) Real[14] $pDER_ODE_JAC.$DER.x
(2)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_10
(3)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_11
(4)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_12
(5)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_13
(6)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_14
(7)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_15
(8)       [JTMP] (1) Real $pDER_ODE_JAC.y
(9)       [JTMP] (1) Real $pDER_ODE_JAC.$FUN_2
(10)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_3
(11)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_4
(12)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_5
(13)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_6
(14)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_7
(15)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_8
(16)      [JTMP] (1) Real $pDER_ODE_JAC.$FUN_9

Seed Variables (1/14)
***********************
(1)       [SEED] (14) Real[14] $SEED_ODE_JAC.x

BLOCK 1: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.y
### Equation:
[SCAL] (1) $pDER_ODE_JAC.y = sign(x[2]) * $SEED_ODE_JAC.x[2] ($RES_ODE_JAC_0)

BLOCK 2: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_9
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_9 = cosh(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_1)

BLOCK 3: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_8
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_8 = (1/(1.0 + y ^ 2.0)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_2)

BLOCK 4: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_7
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_7 = -(1/(1.0 - y ^ 2.0) ^ 0.5) * $pDER_ODE_JAC.y ($RES_ODE_JAC_3)

BLOCK 5: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_6
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_6 = (1/(1.0 - y ^ 2.0) ^ 0.5) * $pDER_ODE_JAC.y ($RES_ODE_JAC_4)

BLOCK 6: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_5
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_5 = (1/cos(y) ^ 2.0) * $pDER_ODE_JAC.y ($RES_ODE_JAC_5)

BLOCK 7: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_4
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_4 = -sin(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_6)

BLOCK 8: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_3
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_3 = cos(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_7)

BLOCK 9: Single Strong Component (status = Solve.EXPLICIT)
------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_2
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_2 = (0.5 / y ^ 0.5) * $pDER_ODE_JAC.y ($RES_ODE_JAC_8)

BLOCK 10: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_15
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_15 = (y / (y ^ 2.0 + x[1] ^ 2.0)) * $SEED_ODE_JAC.x[1] - (x[1] / (y ^ 2.0 + x[1] ^ 2.0)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_9)

BLOCK 11: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_14
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_14 = (0.43429448190325176 / (1.0 + y)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_10)

BLOCK 12: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[1]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[1] = $pDER_ODE_JAC.$FUN_2 ($RES_ODE_JAC_11)
 slice: {}

BLOCK 13: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[2]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[2] = $pDER_ODE_JAC.$FUN_3 ($RES_ODE_JAC_12)
 slice: {}

BLOCK 14: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[3]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[3] = $pDER_ODE_JAC.$FUN_4 ($RES_ODE_JAC_13)
 slice: {}

BLOCK 15: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[4]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[4] = $pDER_ODE_JAC.$FUN_5 ($RES_ODE_JAC_14)
 slice: {}

BLOCK 16: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[5]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[5] = $pDER_ODE_JAC.$FUN_6 ($RES_ODE_JAC_15)
 slice: {}

BLOCK 17: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[6]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[6] = $pDER_ODE_JAC.$FUN_7 ($RES_ODE_JAC_16)
 slice: {}

BLOCK 18: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[7]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[7] = $pDER_ODE_JAC.$FUN_8 ($RES_ODE_JAC_17)
 slice: {}

BLOCK 19: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[8]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[8] = $pDER_ODE_JAC.$FUN_9 ($RES_ODE_JAC_18)
 slice: {}

BLOCK 20: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_10
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_10 = sinh(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_19)

BLOCK 21: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[9]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[9] = $pDER_ODE_JAC.$FUN_10 ($RES_ODE_JAC_20)
 slice: {}

BLOCK 22: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_11
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_11 = (1.0 - tanh(y) ^ 2.0) * $pDER_ODE_JAC.y ($RES_ODE_JAC_21)

BLOCK 23: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[10]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[10] = $pDER_ODE_JAC.$FUN_11 ($RES_ODE_JAC_22)
 slice: {}

BLOCK 24: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_12
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_12 = exp(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_23)

BLOCK 25: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[11]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[11] = $pDER_ODE_JAC.$FUN_12 ($RES_ODE_JAC_24)
 slice: {}

BLOCK 26: Single Strong Component (status = Solve.EXPLICIT)
-------------------------------------------------------------
### Variable:
Real $pDER_ODE_JAC.$FUN_13
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$FUN_13 = (1/(1.0 + y)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_25)

BLOCK 27: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[12]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[12] = $pDER_ODE_JAC.$FUN_13 ($RES_ODE_JAC_26)
 slice: {}

BLOCK 28: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[13]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[13] = $pDER_ODE_JAC.$FUN_14 ($RES_ODE_JAC_27)
 slice: {}

BLOCK 29: Sliced Component (status = Solve.EXPLICIT)
------------------------------------------------------
### Variable:
$pDER_ODE_JAC.$DER.x[14]
### Equation:
[SCAL] (1) $pDER_ODE_JAC.$DER.x[14] = $pDER_ODE_JAC.$FUN_15 ($RES_ODE_JAC_28)
 slice: {}

==============================
Sparsity Pattern (nnz: 15)
==============================

### Seeds (col vars) ###
--------------------------
{x[14], x[13], x[12], x[11], x[10], x[9], x[8], x[7], x[6], x[5], x[4], x[3], x[2], x[1]}

### Partials (row vars) ###
-----------------------------
{$DER.x[14], $DER.x[13], $DER.x[12], $DER.x[11], $DER.x[10], $DER.x[9], $DER.x[8], $DER.x[7], $DER.x[6], $DER.x[5], $DER.x[4], $DER.x[3], $DER.x[2], $DER.x[1]}

### Columns ###
-----------------
(x[1]) affects:{$DER.x[14]}
(x[2]) affects:{$DER.x[9],$DER.x[14],$DER.x[1],$DER.x[2],$DER.x[3],$DER.x[4],$DER.x[5],$DER.x[10],$DER.x[6],$DER.x[11],$DER.x[7],$DER.x[12],$DER.x[8],$DER.x[13]}
(x[3]) affects:{}
(x[4]) affects:{}
(x[5]) affects:{}
(x[6]) affects:{}
(x[7]) affects:{}
(x[8]) affects:{}
(x[9]) affects:{}
(x[10]) affects:{}
(x[11]) affects:{}
(x[12]) affects:{}
(x[13]) affects:{}
(x[14]) affects:{}

##### Rows #####
------------------
($DER.x[1]) depends on:{x[2]}
($DER.x[2]) depends on:{x[2]}
($DER.x[3]) depends on:{x[2]}
($DER.x[4]) depends on:{x[2]}
($DER.x[5]) depends on:{x[2]}
($DER.x[6]) depends on:{x[2]}
($DER.x[7]) depends on:{x[2]}
($DER.x[8]) depends on:{x[2]}
($DER.x[9]) depends on:{x[2]}
($DER.x[10]) depends on:{x[2]}
($DER.x[11]) depends on:{x[2]}
($DER.x[12]) depends on:{x[2]}
($DER.x[13]) depends on:{x[2]}
($DER.x[14]) depends on:{x[2],x[1]}

=====================
Sparsity Coloring
=====================
Color (1)
  - Column: {x[2],x[3],x[4],x[5],x[6],x[7],x[8],x[9],x[10],x[11],x[12],x[13],x[14]}
  - Row:    {}

Color (2)
  - Column: {x[1]}
  - Row:    {}


record SimulationResult
    resultFile = "builtin_functions_res.mat",
    simulationOptions = "startTime = 0.0, stopTime = 1.0, numberOfIntervals = 500, tolerance = 1e-6, method = 'dassl', fileNamePrefix = 'builtin_functions', options = '', outputFormat = 'mat', variableFilter = '.*', cflags = '', simflags = ''",
    messages = "LOG_SUCCESS       | info    | The initialization finished successfully without homotopy method.
LOG_SUCCESS       | info    | The simulation finished successfully.
"
end SimulationResult;
""

Equation mismatch: diff says:
--- /tmp/omc-rtest-unknown/simulation/modelica/NBackend/functions/builtin_functions.mos_temp4882/equations-expected2024-01-20 04:10:46.462422847 +0000
+++ /tmp/omc-rtest-unknown/simulation/modelica/NBackend/functions/builtin_functions.mos_temp4882/equations-got2024-01-20 04:10:51.303121297 +0000
@@ -264,30 +264,247 @@
 
 ###################################
 
 Partial Derivative Variables (16/29)
 **************************************
-(1)       [ALGB] (1) Real $FUN_9
-(2)       [ALGB] (1) Real $FUN_8
-(3)       [ALGB] (1) Real $FUN_7
-(4)       [ALGB] (1) Real $FUN_6
-(5)       [ALGB] (1) Real $FUN_5
-(6)       [ALGB] (1) Real $FUN_4
-(7)       [ALGB] (1) Real $FUN_3
-(8)       [ALGB] (1) Real $FUN_2
-(9)       [ALGB] (1) Real y
-(10)      [ALGB] (1) Real $FUN_15
-(11)      [ALGB] (1) Real $FUN_14
-(12)      [DER-] (14) Real[14] $DER.x
-(13)      [ALGB] (1) Real $FUN_13
-(14)      [ALGB] (1) Real $FUN_12
-(15)      [ALGB] (1) Real $FUN_11
-(16)      [ALGB] (1) Real $FUN_10
+(1) [JVAR] (14) Real[14] $pDER_ODE_JAC.$DER.x
+(2) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_10
+(3) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_11
+(4) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_12
+(5) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_13
+(6) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_14
+(7) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_15
+(8) [JTMP] (1) Real $pDER_ODE_JAC.y
+(9) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_2
+(10) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_3
+(11) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_4
+(12) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_5
+(13) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_6
+(14) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_7
+(15) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_8
+(16) [JTMP] (1) Real $pDER_ODE_JAC.$FUN_9
 
 Seed Variables (1/14)
 ***********************
-(1)       [STAT] (14) Real[14] x (fixed = {true for $i1 in 1:14}, start = {-1.0 for $i1 in 1:14})
+(1) [SEED] (14) Real[14] $SEED_ODE_JAC.x
+
+BLOCK 1: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.y
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.y = sign(x[2]) * $SEED_ODE_JAC.x[2] ($RES_ODE_JAC_0)
+
+BLOCK 2: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_9
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_9 = cosh(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_1)
+
+BLOCK 3: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_8
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_8 = (1/(1.0 + y ^ 2.0)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_2)
+
+BLOCK 4: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_7
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_7 = -(1/(1.0 - y ^ 2.0) ^ 0.5) * $pDER_ODE_JAC.y ($RES_ODE_JAC_3)
+
+BLOCK 5: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_6
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_6 = (1/(1.0 - y ^ 2.0) ^ 0.5) * $pDER_ODE_JAC.y ($RES_ODE_JAC_4)
+
+BLOCK 6: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_5
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_5 = (1/cos(y) ^ 2.0) * $pDER_ODE_JAC.y ($RES_ODE_JAC_5)
+
+BLOCK 7: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_4
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_4 = -sin(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_6)
+
+BLOCK 8: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_3
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_3 = cos(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_7)
+
+BLOCK 9: Single Strong Component (status = Solve.EXPLICIT)
+------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_2
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_2 = (0.5 / y ^ 0.5) * $pDER_ODE_JAC.y ($RES_ODE_JAC_8)
+
+BLOCK 10: Single Strong Component (status = Solve.EXPLICIT)
+-------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_15
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_15 = (y / (y ^ 2.0 + x[1] ^ 2.0)) * $SEED_ODE_JAC.x[1] - (x[1] / (y ^ 2.0 + x[1] ^ 2.0)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_9)
+
+BLOCK 11: Single Strong Component (status = Solve.EXPLICIT)
+-------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_14
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_14 = (0.43429448190325176 / (1.0 + y)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_10)
+
+BLOCK 12: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[1]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[1] = $pDER_ODE_JAC.$FUN_2 ($RES_ODE_JAC_11)
+slice: {}
+
+BLOCK 13: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[2]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[2] = $pDER_ODE_JAC.$FUN_3 ($RES_ODE_JAC_12)
+slice: {}
+
+BLOCK 14: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[3]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[3] = $pDER_ODE_JAC.$FUN_4 ($RES_ODE_JAC_13)
+slice: {}
+
+BLOCK 15: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[4]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[4] = $pDER_ODE_JAC.$FUN_5 ($RES_ODE_JAC_14)
+slice: {}
+
+BLOCK 16: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[5]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[5] = $pDER_ODE_JAC.$FUN_6 ($RES_ODE_JAC_15)
+slice: {}
+
+BLOCK 17: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[6]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[6] = $pDER_ODE_JAC.$FUN_7 ($RES_ODE_JAC_16)
+slice: {}
+
+BLOCK 18: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[7]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[7] = $pDER_ODE_JAC.$FUN_8 ($RES_ODE_JAC_17)
+slice: {}
+
+BLOCK 19: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[8]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[8] = $pDER_ODE_JAC.$FUN_9 ($RES_ODE_JAC_18)
+slice: {}
+
+BLOCK 20: Single Strong Component (status = Solve.EXPLICIT)
+-------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_10
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_10 = sinh(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_19)
+
+BLOCK 21: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[9]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[9] = $pDER_ODE_JAC.$FUN_10 ($RES_ODE_JAC_20)
+slice: {}
+
+BLOCK 22: Single Strong Component (status = Solve.EXPLICIT)
+-------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_11
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_11 = (1.0 - tanh(y) ^ 2.0) * $pDER_ODE_JAC.y ($RES_ODE_JAC_21)
+
+BLOCK 23: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[10]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[10] = $pDER_ODE_JAC.$FUN_11 ($RES_ODE_JAC_22)
+slice: {}
+
+BLOCK 24: Single Strong Component (status = Solve.EXPLICIT)
+-------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_12
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_12 = exp(y) * $pDER_ODE_JAC.y ($RES_ODE_JAC_23)
+
+BLOCK 25: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[11]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[11] = $pDER_ODE_JAC.$FUN_12 ($RES_ODE_JAC_24)
+slice: {}
+
+BLOCK 26: Single Strong Component (status = Solve.EXPLICIT)
+-------------------------------------------------------------
+### Variable:
+Real $pDER_ODE_JAC.$FUN_13
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$FUN_13 = (1/(1.0 + y)) * $pDER_ODE_JAC.y ($RES_ODE_JAC_25)
+
+BLOCK 27: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[12]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[12] = $pDER_ODE_JAC.$FUN_13 ($RES_ODE_JAC_26)
+slice: {}
+
+BLOCK 28: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[13]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[13] = $pDER_ODE_JAC.$FUN_14 ($RES_ODE_JAC_27)
+slice: {}
+
+BLOCK 29: Sliced Component (status = Solve.EXPLICIT)
+------------------------------------------------------
+### Variable:
+$pDER_ODE_JAC.$DER.x[14]
+### Equation:
+[SCAL] (1) $pDER_ODE_JAC.$DER.x[14] = $pDER_ODE_JAC.$FUN_15 ($RES_ODE_JAC_28)
+slice: {}
 
 ==============================
 Sparsity Pattern (nnz: 15)
 ==============================
 

Equation mismatch: omc-diff says:
--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------Failed 'A' 'J'
Line 269: Text differs:
expected: )       [ALGB] (
got:      ) [JVAR] (

== 1 out of 1 tests failed [simulation/modelica/NBackend/functions/builtin_functions.mos_temp4882, time: 5]