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Impacts of glaciers on engineering geology:
examples ancient and modern
Geoffrey Boulton
University of Edinburgh
Quaternary Research Association
Durham, December 2016
sediment
pressure pswater
pressure pw effective
pressure pe
Pressure
Depth
Effective pressure with depth
• Shear strength – pe tanΦ
• Shear stress at
glacier base ≈ 10-110 kPa
• Till tanΦ = 0.35 - 0.55
• Critical effective pc for
failure = 18 – 314 kPa
• Equivalent to
1.8 – 31.4m of water
Pe > pc
pc
Stable
Consolidation
No basal melting Basal melting
Glacier loading & shearing
No surface load No surface load
LOADING
HISTORY
PRESSURE
HISTORY AT
DEPTH “D”
TIME
0
sediment pressure
water pressure
DENSITY
CHANGE
+ve
-ve
shear dilation
normal
consolidation
over
consolidation
Consolidation History
Rutford ice stream,
West Antarctica
+ Giorgos Papageorghiou
Andy Smith, Emma Smith
Breidammerkurjökull,
Iceland
+ Sergei Zatsepin
La Gran Valira,
Andorra
+ Valenti Turu
Examples from:
Ancient
Modern
!2100m&
!2150m&
!2200m&
!2250m&
!2300m&
!2350m&
Rutford
IceStream
EllsworthMountains
020
km
Projectlocation
o
77S
o
80W
o
85W
o
78S
Fletcher
Promontory
Grounding
Line
Iceflow
WAIS
Antarctic
Peninsula
Rutford
IceStream
05
km
Fig$1$
5 km
Ice stream
flow
Rutford ice stream bed
Ice thickness: 2 km
Passive	seismic	emissions	from	the	ice/bed	interface
Evidence of
deforming / non-deforming zones
b) Acoustic impedance
Low = Deforming
High = Stable
a) Active Seismicity
c) Radar reflectivity at ice/bed interface
& derived effective pressure from AVO
Aseismic
soft deformation
Stick-slip at
Ice/bed
interface
Safety	Factor	=	1	(Pcrit =	35kPa	≈	3.5m	water)	
Deforming
Prograding
leeEroding	
stoss
Line	of
section
D SS D
Mobile	streamlined	bedform
• Very	low	effective	pressures	(high	water	pressures)	at	
the	ice/bed	interface
• Dilatant	behaviour is	widespread
• Drainage	of	meltwater from	the	bed	is	a	fundamental	
determinant	of	shearing	behaviour and	consolidation
• High	water	pressure	conditions	influence	sediment	mobility	
Conclusions
Breidamerkurjokull, Iceland: monitoring changes due to glacier loading
Trench
Advancing
kinematic
wave
Terminus
advances
over	trench
15m
+20m to
basement
AQUIFER
TILL
GLACIER
Stratigraphy	at	the	glacier	margin
Sampling	water	pressure	changes
Pressure	-kPa
Days
Pressures	at	transducer	sites
0
1.0
2.0
40 80 120 160 200
Pressure	- kPa
Pi
Pw
water	flow
water	flow
Impacts	of	downward	drainage	into	an	aquifer	
Depth	of	shearing	
on	day	105.75
Depth	of	shearing	
on	day	106.25
ICE
TILLTILL
AQUIFER
Drainage
Water	pressure	falls
Ice	pressure	increases
Pi	+	Ps
Evidence of shear displacement during the mini-surge
Tunnel	mouth
Groundwater	dominates		
tunnel	water	flux		
Groundwater	head	
seasonal	fluctuation
Water	table	&
Inferred	
groundwater
flow
Trajectory	of	tunnel	
mouth	retreat	=	esker
Heavier	consolidation
near	esker
Line	of
section
Groundwater	flow	– subglacial tunnel	- esker
Depth	below	surface	-m
Till
Aquifer
1.0
2.0
0
Pw
Pi+Ps
Pressure
Upward	drainage	to	a	tunnel
TILL
Stream
tunnel
AQUIFER
ICE
Conclusions
• Diurnal,	annual	and	weather	events	influence	water	flux	and	drainage
• They	influence	consolidation	state	and	shearing	behaviour
• The	direction	of	drainage	(up/down)	determines	the	consolidation	patterns
• Meltwater tunnels	play	a	major	role	in	determining	drainage	geometry
Fig. 2. Geomorphological map of the ablation zone of the main valley in Andorra. The different positions of glacier fronts and moraines correspond to the MIE stage and to
Glacial	retreat	phases:	Gran	Valira d’Andorra
Maximum elevation of the glacier surface
Hydraulic head
at glacier sole
875
2250 kPa
1500 kPa 2000 kPa
2000
Modelling subglacial groundwater flow - Andorra
T5
T4
T3
T2
Santa	Coloma	ice	load	-T5
La	Margineda–T4
San	Julia-T3
T4
T3
T5
Gran-Valira –
composite	stratigraphy
&	pre-consolidation
Data
600 1000 1400 1800
1a 2a 3a
Unit 1
Unit 2
Unit 3
Overconsolidation - kPa
0
20
40
60
80
Depth-metres
Unit 4
Modelling consolidation events
Model Data
T5
T4
T3
Single
simulation
Simulation	1
Simulation	2
Simulation	3
Conclusions
• Major	role	of	subglacial streams	in	controlling	drainage	geometry
• Each	glacial	phase	superimposes	its	own	consolidation	imprint
• Broad	patterns	of	variation	are	predictable	and	should	be	embedded	
in	site	investigations
• In	winter,	the	system	drained	fully
• SYSTEM	AND	SEDIMENT	DRAINAGE	GEOMETRY	ARE	THE	KEYS	TO	VARIATION
sediment
pressure pswater
pressure pw effective
pressure pe
Pressure
Depth
Shearing behaviour
• Shear strength – pe tanΦ
• Shear stress at
glacier base ≈ 10-110 kPa
• Till tanΦ = 0.35 - 0.55
• Critical effective pc for
failure = 18 – 314 kPa
• Equivalent to
1.8 – 31.4m of water
Pe > pc
pc
pe< pc
Deforming
Stable

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