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Ignore limits to rs and rv changes.
As implemented with a relative limit, even with 1e9 default limit it would still be impossible to get away from a zero value. It is possible that the limits may return later, implemented in a less buggy way, however for now they do not seem necessary.
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@ -888,20 +888,24 @@ namespace Opm {
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double& rs = state_.reservoir_state.gasoilratio()[cell];
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const double rs_old = rs;
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if (hcstate == HydroCarbonState::OilOnly) {
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const double max_allowed_change = std::fabs(rs_old) * Base::drMaxRel();
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// const double max_allowed_change = std::fabs(rs_old) * Base::drMaxRel();
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const double drs = dx[1];
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const double factor = std::min(1.0, max_allowed_change / std::fabs(drs));
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rs += factor*drs;
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// const double factor = std::min(1.0, max_allowed_change / std::fabs(drs));
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// rs += factor*drs;
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rs += drs;
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rs = std::max(rs, 0.0);
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}
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// Update rv.
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double& rv = state_.reservoir_state.rv()[cell];
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const double rv_old = rv;
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if (hcstate == HydroCarbonState::GasOnly) {
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const double max_allowed_change = std::fabs(rv_old) * Base::drMaxRel();
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// const double max_allowed_change = std::fabs(rv_old) * Base::drMaxRel();
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const double drv = dx[1];
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const double factor = std::min(1.0, max_allowed_change / std::fabs(drv));
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rv += factor*drv;
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// const double factor = std::min(1.0, max_allowed_change / std::fabs(drv));
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// rv += factor*drv;
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rv += drv;
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rv = std::max(rv, 0.0);
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}
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const double epsilon = std::sqrt(std::numeric_limits<double>::epsilon());
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