letter balance

maker: unknown, England
bruine lijn
letter balance, unknown maker
letter balance from England
 

This equal-arm balance is a strange specimen. The wooden box on which the scale is mounted and in which the lower connecting rods are concealed, was most likely made much later as a replacement. The balance letter plate shows the letter postal rates up to 16 ounces. But there are only three recesses for the ½ oz, 1oz, and 2oz weights, respectively. The other weights are missing and no recesses have been made for it, perhaps to make it less noticeable. The wooden box has a bottom plate, the bottom part of the scale is only visible after the bottom plate has been removed. The fixed lower pivot part of the rods is not original but functions well. The important tilting axes are solidly executed on steel bushings. This balance model is known from J. & R. Ratcliff and from Waterlow & Sons. Their balances are much more solid and heavier, with additional cross connections between the balance arms and often provided with very special square weights with a flat round button.
 

back of the balance
back of the letter balance
 

The balance arm has the text WARRANTED ACCURATE, this indication is more often seen on English scales. The accuracy would be guaranteed, By whom is unclear. The letter tray shows the English postal rates for letters that were valid in the period June 22, 1897 to November 1, 1915.
Below some more pictures of this letter balance.

detail 10
only three recesses each containing a weight
 
detail 11
the letter plate with the postal rates for letters of
the period 1897 - 1915
 
detail 12
a bottom plate closes the box
 
detail 1
perfectly balanced
 
detail 2
2 ounces, 1 ounce en ½ ounce
 
detail 3
WARRANTED ACCURATE
 
detail 4
rod with closed ring
 
detail 5
the needle indicates equilibrium
 
detail 6
here too the rod has a closed ring
 
detail 7
steel bushings on the left
 
detail 8
steel bushings in the middle
 
detail 9
steel bushings on the right
 
bruine lijn
« collection part 21 «© copyright André Solversion: October 31, 2020