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Computes the equivalent potential temperature from fieldsets on (hybrid) model levels. This is a Metview icon function, for detailed documentation please see Potential Temperature.

fieldset eqpott_plp(...)

Computes the equivalent potential temperature from fieldsets on pressure levels. This is a Metview icon function, for detailed documentation please see Potential Temperature.

number dewpoint_from_relative_humidity(t: number, r: number)

vector dewpoint_from_relative_humidity(t: vector, r: vector)

fieldset dewpoint_from_relative_humidity(t: fieldset, r: fieldset)

Computes the dewpoint temperature from the given temperature and relative humidity, where

• • t: temperature (K)
  • r: relative humidity (%)

The result is the dewpoint temperature in K units. On error nil is returned. The computation is based on the following formula:

r = \frac{e_{wsat}(td)}{e_{wsat}(t)}

where

• • e _wsat: the saturation vapour pressure over water
  • td: the dewpoint temperature

This functions was introduced in version 5.10.0.

number dewpoint_from_specific_humidity(q: number, p: number)

vector dewpoint_from_specific_humidity(q: vector, p: vector)

fieldset dewpoint_from_specific_humidity(q: fieldset, [p: fieldset])

Computes the dewpoint temperature from the given specific humidity and pressure, where

• • q: specific humidity (kg/kg)
  • p: pressure (Pa)

The result is the dewpoint temperature in K units. On error for nil is returned. The following rules are applied when q is a fieldset:

• • if q is a pressure level fieldset no second argument is needed
  • if q is defined on ECMWF model levels (hybrid/eta) p is either a single LNSP (logarithm of surface pressure, identified by paramId =152) field or a fieldset defining the pressure on the levels of q
  • for other level types p is a fieldset defining the pressure on the levels of q

The computation is based on the following equation:

e(q, p) = e_{wsat}(td)

where

• • e: the vapour pressure
  • e _wsat: the saturation vapour pressure over water
  • td: the dewpoint temperature

This function was introduced in version 5.10.0.

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number mixing_ratio(q: number)

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vector mixing

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• • q: specific humidity (kg/kg)

The result is the mixing ratio in kg/kg units. On error nil is returned. The computation is based on the following well known formula:

w = \frac{q}{1 - q}

_ratio(q: vector)

fieldset mixing_ratio(q: fieldset Anchormixing_ratio_from_vapour_pressuremixing_ratio_from_vapour_pressurenumber mixing_ratio_from_vapour_pressure(p: number, e: number)

Computes the mixing ratio from the given (total) pressure and vapour pressurespecific humidity, where

• • pq: pressure (Pa)
  • e: vapour pressure (Pa)
  • specific humidity (kg/kg)

The result is the mixing ratio in kg/kg units. On error  error nil is returned. The computation is based on the following formula:

w = \epsilon \frac{eq}{p1 - eq}

with

\epsilon = \frac{R_{dry}}{R_{vapour}} = 0.621981

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Computes the potential temperature from fieldsets on (hybrid) model levels. This is a Metview icon function, for detailed documentation please see Potential Temperature.

fieldset pott_plp(...)

Computes the potential temperature from fieldsets on pressure levels. This is a Metview icon function, for detailed documentation please see Potential Temperature.

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Computes the relative humidity from specific humidity fieldsets. This is a Metview icon function, for detailed documentation please see Relative Humidity.

number relative_humidity_from_dewpoint(t: number, td: number)

vector relative_humidity_from_dewpoint(t: vector, td: vector)

fieldset relative_humidity_from_dewpoint(t: fieldset, td: fieldset)

Computes the relative humidity from the given temperature and dewpoint temperature, where

• • t: temperature (K)
  • td: dewpoint temperature (K)

The result is the relative humidity in % units. On error  nil is returned. The computation is based on the following formula:

r = \frac{e_{wsat}(Td)}{e_{wsat}(T)}

where e _wsat is the saturation vapour pressure over water.

number relative_humidity_from_specific_humidity(t: number, q: number, p: number)

vector relative_humidity_from_specific_humidity(t: vector, q: vector, p: vector)

fieldset relative_humidity_from_specific_humidity(t: fieldset, q: fieldset, [p: fieldset])

New in Metview version 5.14.0.

Computes the relative humidity from the given temperature and specific humidity and pressure where

• • t: temperature (K)
  • q: specific humidity (kg/kg)
  • p: pressure (Pa)

The result is the relative humidity in % units. On error nil is returned. The following rules are applied when t and q are fieldset objects:

• • if t is a pressure level fieldset no p is needed
  • if t is defined on ECMWF model levels (hybrid/eta) p must be either a single LNSP (logarithm of surface pressure, identified by paramId=152) field or a fieldset defining the pressure on the same levels as t
  • for other level types p must be a fieldset defining the pressure on the same levels as t.

When the result is a fieldset the ecCodes paramId in the output is set to 157 (=relative humidity). The computation is based on the following formula:

r = 100 \frac {e(q, p)}{e_{msat}(t)}

where:

• • e is the vapour pressure (see vapour_pressure())
  • e_msat is the saturation vapour pressure based on the "mixed" phase (see saturation_vapour_pressure())
  • q is the specific humidity
  • p is the pressure
  • t is the temperature

number saturation_mixing_ratio(t: number, p: number, [phase])

vector saturation_mixing_ratio(t: vector, p: vector, [phase])

Computes the saturation mixing ratio for a given temperature, pressure and

...

phase where

• • t: the temperature (K)
  • p: the pressure (Pa)
  • phase: is either "water", "ice" or "mixed". When it is not specified the "water" phase is used.

The result is the saturation mixing ratio in kg/kg units. On error nil is returned. The computation is implemented via the following function calls:

ws = mixing_ratio(p, saturation_vapour_pressure(t, phase))

number saturation_vapour_pressure(t: number, [phase])

vector saturation_vapour_pressure(t: vector, [phase])

fieldset saturation_vapour_pressure(t: fieldset, [phase])

Computes the saturation vapour pressure for a given temperature and phase, where

• • t: the temperature (K)
  • phase: is either "water", "ice" or "mixed". When it is not specified the "water" phase is used.

The result is the saturation vapour pressure in Pa units. On error nil is returned. The computations for saturation over "water" and "ice" are based on the Tetens formula:

e_{sat} = a_{1}\;exp \left(a_{3}\frac{T-273.16}{T-a_{4}}\right)

where the parameters are set as follows

• • "water": a1 =611.21 Pa, a3 =17.502 and a _4=32.19 K
  • "ice": a1 =611.21 Pa, a3 =22.587 and a4 =-0.7 K

For the "mixed" phase  the linear combination of the "water" and "ice" phases are used as described in the IFS documentation (see mixed-phase Tetens formula used by IFS for diagnostic purposes. See here on p116 for details from the latest for model cycle ( CY45R1) at the time of the writing of this documentation.

fieldset seqpott_m(...)

Computes the saturation equivalent potential temperature from fieldsets on (hybrid) model levels. This is a Metview icon function, for detailed documentation please see Potential Temperature.

fieldset seqpott_plp(...)

Computes the saturation equivalent potential temperature from fieldsets on pressure levels. This is a Metview icon function, for detailed documentation please see Potential Temperature.

number specific_humidity_from_relative_humidity(t: number, r: number, p:number)

vector specific_humidity_from_relative_humidity(t: vector, r: vector, p:vector)

fieldset specific_humidity_from_relative_humidity(t: fieldset, r: fieldset, p:fieldset)

New in Metview version 5.14.0.

Computes the specific humidity from the given temperature, relative_humidity and pressure, where:

• • t: temperature (K)
  • r: relative humidity (%)
  • p: pressure (Pa)

The result is the specific humidity in kg/kg units. On error nil is returned. The following rules are applied when t and r are fieldset objects:

• • if t is a pressure level fieldset no p is needed
  • if t is defined on ECMWF model levels (hybrid/eta) p must be either a single LNSP (logarithm of surface pressure, identified by paramId=152) field or a fieldset defining the pressure on the same levels as t
  • for other level types p must be a fieldset defining the pressure on the same levels as t

When the result is a fieldset the ecCodes paramId in the output is set to 133 (=specific humidity). The computation is based on the following equation:

r = 100 \frac {e(q, p)}{e_{msat}(t)}

where

• • e is the vapour pressure (see vapour_pressure())
  • e_msat is the saturation vapour pressure based on the "mixed" phase (see saturation_vapour_pressure())
  • r is the relative humidity
  • p is the pressure
  • t is the temperature

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netcdf thermo_bufr(...)

Extract Extracts vertical profiles from BUFR data in a suitable format suitable for thermodynamic diagrams (defined by Thermo View). This is a Metview icon function, for detailed documentation please see Thermo Data.

definition thermo_data_info(data: thermo_data)

Convenience function to extract metadata from a Thermo Data object. The function returns a definition that can be used to e.g. build the title for thermodynamic diagrams. See the Parcel method on Skew-T Example from the Gallery for its usage.

definition thermo_data_values(data: thermo_data, time_dim_index: number)

Convenience function to access profiles for a given time_dimension_index (indexing starts at 1 in Macro and 0 in Python) from a Thermo Data object. The function returns a definition. See the Parcel method on Skew-T Example from the Gallery for its usage.

This function was introduced in version 5.10.0.

netcdf thermo_grib(...)

Extract Extracts vertical profiles from GRIB data in a suitable format for thermodynamic diagrams (defined by Thermo View). This is a Metview icon function, for detailed documentation please see Thermo Data.

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Computes the path of an ascending thermodynamic parcel with the given start condition for the given vertical profile. It returns a definition containing all the data to plot the parcel path, buoyancy areas and related data into a thermodynamic diagram. The vertical profile is either specified as a set of vectors where:

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• • mode: the start condition mode the . The possible values are 'surface', 'custom', 'mean_layer' and 'most_unstable' (see  below for details)
  • start_t: the start temperature (see  below for details)
  • start_td: the start dewpoint (see  below for details)
  • start_p: the start pressure (see  below for details)
  • top_p: the top pressure of the start layer (see below for details)
  • bottom_p: the bottom pressure of the start layer (see below for details)
  • stop_at_el: if it is defined and set to 1 the parcel computations will stop at the Equilibrium Level.

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• • path: path of the parcel. It is itself a definition with two members: t and p, each containing a list of values.
  • area: positive and negative buoyancy areas between the parcel path and the profile. It is a list of definitions describing the areas.
  • cape: value of the CAPE (Convective Available Potential Energy)  (J/kg)
  • cin: value the CIN (Convective Inhibition) (J/kg)
  • lcl: Lifted Condensation Level. It is a definition with two members: t and p. If no LCL exists it is set to nil.
  • lfc: Level of Free ConventionConvection. It is a definition with two members: t and p. If no LFC exists it is set to nil.
  • el: Equilibrium Level. It is a definition with two members: t and p. If no EL exists it is set to nil.
  • top: Cloud Top Level. It is a definition with two members: t and p. If no TOP exists it is set to nil.
  • start: start conditions of the parcel with four members: mode, t, td and p.

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number vapour_pressure(q: number, p: number)

vector vapour_pressure(q: vector, p: vector)

fieldset vapour_pressure(q: fieldset, [p: fieldset])

Computes the vapour pressure for a given specific humidity and pressure, where

...

The result is the vapour pressure in Pa units. On error  error nil is returned. The following rules are applied when q is a fieldset:

• • if q is a pressure level fieldset no second argument is needed
  • if q is defined on ECMWF model levels (hybrid/eta) p must be either a single LNSP (logarithm of surface pressure, identified by paramId =152) field or a fieldset defining the pressure on the levels of q
  • for other level types p must be a fieldset defining the pressure on the levels of q

The computation is based on the following formula:

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\epsilon = \frac{R_{dry}}{R_{vapour}} = 0.621981

number virtual_temperature(t: number, q: number)
vector virtual_temperature(t: vector, q: vector)
fieldset virtual_temperature(t: fieldset, q: fieldset)

New in Metview version 5.13.0.
Computes the virtual temperature from the given temperature and specific humidity:

• • temperature (K)
  • q: specific humidity (kg/kg)

The result is the virtual temperature in K units. On error nil is returned. When the result is a fieldset the ecCodes paramId in the output is set to 300012 (=virtual temperature).

The computation is based on the following formula:

T_{v} = T (1 + \frac{1 - \epsilon}{\epsilon} q)

where

• • T is the temperature
  • q is the specific humidity
  • ε = 0.621981