Firefighting Nozzle Reaction

PAUL GRIMWOOD

____________________________________________________________

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In 1990 I completed a research project (Fire Magazine UK - November 1992) that evaluated the operational capability of fire fighting hand-line streams as used by London Fire Brigade. At that time we had main-line options of 45mm (1 3/4") hose-lines with 12.5mm (1/2") nozzles and 70mm (2 3/4") hose-lines with either 20mm (3/4") or 25mm (1") nozzle options. One of the basic laws of physics - Newton's third law - states that for every action there is an equal and opposite reaction. Quite simply, to the firefighter this means that as water is projected from a nozzle to form a 'jet' or firefighting stream, the nozzle tends to recoil in the opposite direction. This effect, termed nozzle or jet reaction (or kick-back) requires the firefighters at the nozzle to exert sufficient effort into over-coming this reaction force. The entire force of this reaction takes place as the water leaves the nozzle and whether or not the fire stream strikes a nearby object has no effect on the reaction. Thus, whether or not a hose-line's stream is allowed to strike a wall whilst a firefighter is working it from the top of a ladder is immaterial to his stability on the ladder, which is governed solely by the reaction at the nozzle.

By evaluating maximum flow capability for a hose-line that could be effectively directed and safely handled whilst advancing and working inside a fire-involved structure It was observed that there was a maximum nozzle reaction force that could be handled by one, two and three firefighters as follows - 

One firefighter - 266N (60 lbf) 

Two firefighters - 333N (75 lbf)

Three firefighters - 422N (95 lbf)

These were interesting findings and from these I was able to establish baseline flows for interior firefighting operations. To achieve this it became necessary to take acceptable pumping practice into consideration without contravening the limitations placed upon european pumps, hoses and equipment available at that time. This resulted in baseline flows of 277 lpm (73 gpm) on 45mm hose-lines with 12.5mm nozzles, 650 lpm (172 gpm) on 70mm hose-lines with 20mm nozzles and 750 lpm (200 gpm) on 70mm hose-lines with 25mm nozzles, as advanced by two-man crews.

However, these 'base-line' flows were rarely, if ever, achieved in practice as tradition had established a base-line pumping pressure of 3-4 bars (45-60 lbs psi) to which a small adjustment may have sometimes been made for frictional loss and pressure head. Actual firefighting flow-rates were in fact far lower than had been previously thought. - Ref: SRDB Codes of the period.

Interestingly, similar research has been carried out by other fire departments, notably San Francisco, Los Angeles and Chicago, who proposed that a safe and practical baseline flow for a workable firefighting hand-line would be around 550 lpm (150 gpm). More recently (1996), the City of St. Petersburg in Florida USA have established that, for their purposes, the ideal baseline flow is around 600 lpm (160 gpm) using a 7/8" (22mm) nozzle with a 50 lbs psi nozzle pressure on a 45mm (1 3/4") hose-line. This set-up will create an acceptable reaction force of 266N (60 lbf) and offers a hose-line that is easily advanced and maneuvered for interior position. 

However, the change to combination fog/straight-stream or automatic nozzles brings a demand for higher nozzle pressures to achieve similar flows and with that comes an increased reaction force. A baseline flow of 600 lpm (160 gpm) being discharged from a combination/automatic type nozzle operating at 7 bars (100 psi) NP will produce a reaction force of 356N (80 lbs lbf) which would cause a two-man team to struggle with any workable advance of the line. There are combination/automatic nozzles available that have been adjusted to provide rated flows at lower nozzle pressures but be sure to test these yourself as manufacturer's 'rated' flows are sometimes unachievable! Top US branded nozzles must meet the stringent demands of NFPA standards and Low-Pressure combination nozzles are able to achieve their rated flow-rates at factory-set nozzle pressures of just 5 bars. This would enable a flow of 600 lpm (160 gpm) to be achieved with a reaction force of just 303N (68 lbs lbf) which is more easily handled and advanced by a two-man team.

The firefighter is able to calculate the amount of nozzle reaction (NR) by resorting to various formulae -

NR (Newtons) = 1.57 x NP x d squared/10 (European Smooth-bore), or;

NR (Newtons) =  0.22563 x lpm x Sq.root of NP (European Combination fog/jet or automatic Nozzles)

These are metric formulae where P = Nozzle Pressure; d = Nozzle Diameter; lpm = Flow in Litres Per Minute and NR is in Newtons.

In the USA different formulae are used as follows -

NR (lbf) = 1.57 x d squared x NP (US Smooth-bore), or;

NR (lbf) = 0.0505 x gpm x square root of NP (US Combination fog/straight or automatic Nozzles)


   


FOG NOZZLES
GPM
SETTING
GALLONS PER MINUTE (GPM) POUNDS REACTION FORCE† (RF)
NOZZLE PRESSURE AT INLET IN PSI
50
55
60
65
70
75
80
85
90
95
100
105
110
115
120
125

13
9
3
10
4
10
4
10
4
11
5
11
5
12
5
12
6
12
6
13
6
13
7
13
7
14
7
14
8
14
8
15
8
gpm
rf
20
14
5
15
6
15
6
16
7
17
7
17
8
18
8
18
9
19
9
19
10
20
10
20
11
21
11
21
12
22
12
22
13
gpm
rf
25
18
6
19
7
19
7
20
8
21
9
22
10
22
10
23
11
24
11
24
12
25
13
26
13
26
14
27
15
27
15
28
16
gpm
rf
30
21
8
22
8
23
9
24
10
25
11
26
11
27
12
28
13
28
14
29
14
30
15
31
16
31
17
32
17
33
18
34
19
gpm
rf
40
28
10
30
11
31
12
32
13
33
14
35
15
36
16
37
17
38
18
39
19
40
20
41
21
42
22
43
23
44
24
45
25
gpm
rf
60
42
15
44
17
46
18
48
20
50
21
52
23
54
24
55
26
57
27
58
29
60
30
61
32
63
33
64
35
66
36
67
38
gpm
rf
95
67
24
70
26
74
29
77
31
79
34
82
36
85
38
88
41
90
43
93
46
95
48
97
50
100
53
102
55
104
58
106
60
gpm
rf
100
71
25
74
28
77
30
81
33
84
35
87
38
89
40
92
43
95
45
97
48
100
51
102
53
105
56
107
58
110
61
112
63
gpm
rf
125
88
32
93
35
97
38
101
41
105
44
108
47
112
51
115
54
119
57
122
60
125
63
128
66
131
69
134
73
137
76
140
79
gpm
rf
150
106
38
111
42
116
45
121
49
125
53
130
57
134
61
138
64
142
68
146
72
150
76
154
80
157
83
161
87
164
91
168
95
gpm
rf
200
141
51
148
56
155
61
161
66
167
71
173
76
179
81
184
86
190
91
195
96
200
101
205
106
210
111
214
116
219
121
224
126
gpm
rf
250
177
63
185
69
194
76
202
82
209
88
217
95
224
101
230
107
237
114
244
120
250
126
256
133
262
139
268
145
274
152
280
158
gpm
rf
300
212
76
222
83
232
91
242
98
251
106
260
114
268
121
277
129
285
136
292
144
300
152
307
159
315
167
322
174
329
182
335
189
gpm
rf
375
265
95
278
104
290
114
302
123
314
133
325
142
335
152
346
161
356
170
366
180
375
189
384
199
393
208
402
218
411
227
419
237
gpm
rf
500
354
126
371
139
387
152
403
164
418
177
433
189
447
202
461
215
474
227
487
240
500
253
512
265
524
278
536
290
548
303
559
316
gpm
rf
700
495
177
519
194
542
212
564
230
586
247
606
265
626
283
645
300
664
318
682
336
700
354
717
371
734
389
751
407
767
424
783
442
gpm
rf
750
530
189
556
208
581
227
605
246
627
265
650
284
671
303
691
322
712
341
731
360
750
379
769
398
787
417
804
436
822
455
839
473
gpm
rf
1000
707
253
742
278
775
303
806
328
837
354
866
379
894
404