French: en valeur instantanée English translation: instananeous value KudoZ The KudoZ network provides a framework for translators ... More |
|
French to English translations [PRO] Tech/Engineering - Mathematics & Statistics / water networks | | French term or phrase: en valeur instantanée | I am having trouble with the 'Nota' right at the end of this equation. This is taken from a discussion about assessing loss of water through leaks in a water distribution network. My current translation is:
'N.B: with this method, applicable in certain large plants, it is possible to estimate the profit obtained as an immediate value of the loss when the backlog value is reduced' - but I am not happy with this as it sounds confusing and I am not sure I have captured the meaning. Is this what it means, and can someone suggest a better way of putting it?
Backlog de fuites sur conduite : Nc fuites
Backlog de fuites sur branchements : Nb fuites
qc = 100 m3/jour à 50m de pression. Débit moyen d’une fuite invisible sur conduite, voir R1B point c)
qb = 25 m3/jour à 50m de pression. Débit moyen d’une fuite invisible sur branchement, voir R1B point c)
Pression moyenne de service : p en mètres
Perte annuelle : Pfv en m3/an
**Nota : cette méthode applicable dans certaines grandes exploitations permet d’estimer le gain obtenu en valeur instantanée de la perte quand on réduit la valeur du backlog**
|
| | | instananeous value | Explanation: ...for the loss
or: instantaneous loss value
it means an instantaneous (rather than, for example, long-term averaged) value, i.e. at any given moment in time.
The concept of an 'instantaneous value' is very common in lots of branches of applied mathematics. |
| Selected response from:
Tony M France
| Note from asker to answererThanks Dusty - spot on as usual... your answer has cleared up any doubts I had. 3 KudoZ points were awarded for this answer |
|
16 mins confidence:   |
| instananeous value
Explanation: ...for the loss
or: instantaneous loss value
it means an instantaneous (rather than, for example, long-term averaged) value, i.e. at any given moment in time.
The concept of an 'instantaneous value' is very common in lots of branches of applied mathematics.
| Tony M France Native speaker of: English PRO pts in category: 11
|
| Note from asker to answerer| Thanks Dusty - spot on as usual... your answer has cleared up any doubts I had. |
| | Login to enter a peer comment (or grade) |
Return to KudoZ list
| |